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Chart Of Accounts Numbering

November 2, 2021
Bill Kimball
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" alt="chart of accounts example" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="369" height="266" /></p> <p>As the identification process of the accounts is simple, it is easier to analyze and control the costs of a company. The chart of accounts encourages the use of the consistency principle which helps a company with the assistance of comparing financial reports of previous years. One other advantage of the chart of accounts is that as it is easier to manage the accounts, there are fewer chances of errors and more accuracy. Lastly, this chart also helps companies when making their financial statements, by categorizing all accounts into their specific statements. Setting up a chart of accounts can provide a helpful tool that enables a company&rsquo;s management to easily record transactions, prepare financial statements, and review revenues and expenses in detail. These accounts are logged in the general ledger and are used in an organization&rsquo;s profit and loss statement. Also known as the profit and loss statement or the statement of revenue and expense, the income statement primarily focuses on the company&rsquo;s revenues and expenses during a particular period.</p> </p> <ul> <li>Revenue that does not come from the day-to-day business is categorized as other income.</li> <li>Equity Share CapitalShare capital refers to the funds raised by an organization by issuing the company&#8217;s initial public offerings, common shares or preference stocks to the public.</li> <li>To fix that, they automate the setup part and build a pre-fabricated chart of accounts into the software.</li> <li>You&rsquo;d credit $300 to the business&rsquo;s bank account and debit $300 to the equipment account .</li> <li>Think of it as the filing cabinet for your small business&rsquo;s accounting system.</li> <li>The number system for each liability account can start from 2000 and use a sequence that is easy to follow and compare in different accounting periods.</li> </ul> <p>An added bonus of having a properly organized chart of accounts is that it simplifies tax season. The chart of accounts tracks your business income and expenses, which you&rsquo;ll need to report on your income tax return every year.</p> </p> <p><h2>How Charts Of Accounts Coa Works</h2> </p> <p>Many industry associations publish recommended charts of accounts for their respective industries in order to establish a consistent standard of comparison among firms in their industry. Accounting software packages often come with a selection of predefined account charts for various types of businesses. Each line on a typical chart of accounts will include an account number, title, description and balance.</p> </p> <p>Every time you record a business transaction—a new bank loan, an invoice from one of your clients, a laptop for the office—you have to record it in the right account. As you can see, each account is listed numerically in financial statement order with the number in the first column and the name or description in the second column. Apart from these, other types of accounts include Other Expenses, Other Income and so on. Expenses or Overhead cost – Overhead costs or fixed costs are the expenses that the company needs to pay even if it is not producing anything. Income – It is the revenue that the company generates from day-to-day operations such as professional fees, products sold, and reimbursable expenses and so on. Just like the division code, the department code is also usually a two-digit code.</p> </p> <p>For example, if you buy a ladder for your roofing company, you can put it in the &#8220;equipment&#8221; account under assets, instead of dedicating an entire account to &#8220;ladders.&#8221; It should let you make better decisions, give you an accurate snapshot of your company&rsquo;s financial health, and make it easier to follow financial reporting standards.</p> </p> <div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"> <div itemProp="name"> <h3>Why is a chart of accounts important?</h3> </div> <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"> <div itemProp="text"> <p>It is important because it is designed as a way to separate expenditures, revenue, assets, and liabilities, so a business can have a clear understanding and view of their overall financial health. It also helps meet the needs of management reporting while also complying with all financial reporting standards.</p> </div></div> </div> <p>The object code consists of seven digits which identify what money was spent on. The object code indicates how expenses from your reporting unit, represented by an activity code, were used. This includes items such as salary, travel expense, office supplies, printing expense, rent, telephone expense, equipment, etc. Revenues received can be classified as gift revenue, rental revenue, revenue from the sale of books, tuition revenue, lab fees income, etc. These categories can further be broken down into more specific subcategories based on the accounts of your business. A chart of accounts is an organized list that is broken down into five main categories and subcategories. Each account has a four-digit number that makes it easy to keep accounts organized, track finances, and create general ledger entries.</p> </p> <p><h2>Chart Of Accounts Example</h2> </p> <p>In the absence of that, tax and audit CPAs have the custom reporting software to easily convert your management-oriented chart of accounts into their format. Just be sure to make it easy for them by incorporating any special accounts they need into your remodeled chart accounts. That level is managerial accounting, and it&rsquo;s where you create financial reports with the information you want to see.</p> </p> <p>COAs can differ and be tailored to reflect a company&rsquo;s operations. However, they also must respect the guidelines set out by the Financial Accounting Standards Board and generally accepted accounting principles . The following is an example of some of the accounts that might be included in a chart of accounts. If you want to take your company and yourself to the next level, thenclick here to learn more about the premier financial leadership development platform.</p> </p> <p>Alternatively, if you&rsquo;re using accounting software, it&rsquo;ll know which accounts to credit and debit. You&rsquo;ll notice that each account in the chart of accounts for Doris Orthodontics also has a five-digit reference number preceding it. The first digit in the account number refers to which of the five major account categories an individual account belongs to—&ldquo;1&rdquo; for asset accounts, &ldquo;2&rdquo; for liability accounts, &ldquo;3&rdquo; for equity accounts, etc.</p> </p> <p><img 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" alt="chart of accounts example" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="390" height="292" /></p> <p>Whether you&rsquo;re a one-person operation or have a staff of 10, here are some good choices to simplify chart of accounts management for your business. The accounts in a chart of accounts will vary depending on your business size and type. Below is an example of a chart of accounts for a small service business. The chart contains all five account types found in all accounting chart of accounts. A chart of accounts provides a comprehensive listing of every account in the general ledger, broken down into subcategories. As such, it is an organizational tool that makes it easier to locate specific accounts. In that sense, a COA is simply a table of contents for the general ledger.</p> </p> <p><h2>How To Make A Chart Of Accounts</h2> </p> <p>By doing so, you can easily understand what products or services are generating the most revenue in your business. If you create too many categories in your chart of account, you can make your entire financial reports difficult to read and analyze. A chart of accounts organizes your finances into a streamlined system of numbered accounts. The COA will include balance sheet entries of assets, liabilities and owner&rsquo;s equity, and income statement&rsquo;s expenses and revenue. The chart of accounts numbering will indicate the location of the listed account in the ledger.</p> </p> <p><img 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" alt="chart of accounts example" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="396" height="294" /></p> <p>The chart of accounts is a listing of all accounts used in the general ledger of an organization. The chart is used by the accounting software to aggregate information into an entity&#8217;s financial statements. The chart is usually sorted in order by account number, to ease the task of locating specific accounts. The accounts are usually numeric, but can also be alphabetic or alphanumeric.</p> </p> <p><h2>Understanding Why A Chart Of Accounts Is Important</h2> </p> <p>This way, you can go back and add more accounts as your company grows without losing the effective organization of preexisting accounts. For many business owners, it&rsquo;s knowing how to set up a chart of accounts. Grouping accounts under Personnel Expense and Office Administration Expense on your chart of accounts lets you easily see the total cost of personnel, or of administering the office.</p> </p> <p>Since this is a gift, the activity manager must forward the check to the University Advancement Office for account coding and depositing. The vendors that appear on this list were chosen by subject matter experts on the basis of product quality, wide usage and availability, and positive reputation. See our expert&#8217;s shortlist of invoicing software to help your business run smoothly. This easy-to-use and feature-rich software is ideal if you have no bookkeeping experience and want top-notch customer support.</p> </p> <p>They know (especially the entry-level providers) most people would struggle to set up a quality chart of accounts. To fix that, they automate the setup part and build a pre-fabricated chart of accounts into the software. My technology client had one big &ldquo;room&rdquo; for all Sales, with no bins and shelves. His month-end income statement could get no more detailed than that one account. At a glance, he had no idea which revenue streams were contributing to that bulk monthly number. Not enough thought has gone into developing the chart of accounts, which is the foundation of financial reporting.</p> </p> <p><h2>Organize Operating Expenses To Reflect Owner Preferences And Match Budgeting Level Of Detail</h2> </p> <p>QuickBooks Online is the browser-based version of the popular desktop accounting application. It has extensive reporting functions, multi-user plans and an intuitive interface. Alternatives Looking for a different set of features or lower price point? Check out these alternative options for popular software solutions. The costs of such detailed analysis in a manual system would have outweighed the benefits.</p> </p> <p>When set up properly, your chart of accounts can provide you with detailed information about your business. And it helps to ensure that the information you do retrieve, such as financial statements, give an accurate representation of your business. An account in bookkeeping is a record of financial transactions of a certain type (e.g., credit sales to the ABC Corp). In this case, its purpose is to provide an overview of the groups of data or accounts that store information of the same type.</p> </p> <p>A division will usually have various departments such as accounting, production, engineering and so on. In order, to identify the departments in a division, an account manager can use two to three-digit codes.</p> </p> <div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"> <div itemProp="name"> <h3>What is a chart of accounts and why it is important give an example?</h3> </div> <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"> <div itemProp="text"> <p>A chart of accounts allows you to allocate every transaction from your business to a category. That way, you can see exactly where your business is making and spending money. This can be everything from a new bank loan, an invoice from a client, or a receipt for a new office computer.</p> </div></div> </div> <p>For instance, if an account&rsquo;s name or description is ambiguous, the bookkeeper can simply look at the prefix to know exactly what it is. An account might simply be named &ldquo;insurance offset.&rdquo; What does that mean? The bookkeeper would be able to tell the difference by the account number. An asset would have the prefix of 1 and an expense would have a prefix of 5.</p> </p> <p>Business Checking Accounts Business checking accounts are an essential tool for managing company funds, but finding the right one can be a little daunting, especially with new options cropping up all the time. CMS A content management system software allows you to publish content, create a user-friendly web experience, and manage your audience lifecycle. Construction Management This guide will help you find some of the best construction software platforms out there, and provide everything you need to know about which solutions are best suited for your business. Once balance sheet accounts are recorded, it&rsquo;s time to look at income statement accounts.</p> </p> <p>To see a working example of the entire hierarchy, click the button to download the chart of accounts template that we actually use as a starting point on our engagements. Pilot is not a public accounting firm and does not provide services that would require a license to practice public accountancy. Pilot is a provider of financial back-office services, including bookkeeping, controller services, and CFO services. You can break down accounts into sub-accounts so that transactions can be tracked at a more granular level. Equity represents the value that is left in the business after deducting all the liabilities from the assets.</p> </p> <p>Fortunately, those days are all but behind us and many teams are turning to accounting software to automate this document-keeping <a href="https://www.bookstime.com/articles/chart-of-accounts">chart of accounts example</a> process. Automating the labeling and categorizing of account entries is far, far easier than the old-fashioned approach.</p> </p> <p>The rating of this company or service is based on the author&rsquo;s expert opinion and analysis of the product, and assessed and seconded by another subject matter expert on staff before publication. Merchant Maverick&rsquo;s ratings are not influenced by affiliate partnerships. Your chart of accounts will show you the current balance of your sales.</p> "

chart of accounts example

As the identification process of the accounts is simple, it is easier to analyze and control the costs of a company. The chart of accounts encourages the use of the consistency principle which helps a company with the assistance of comparing financial reports of previous years. One other advantage of the chart of accounts is that as it is easier to manage the accounts, there are fewer chances of errors and more accuracy. Lastly, this chart also helps companies when making their financial statements, by categorizing all accounts into their specific statements. Setting up a chart of accounts can provide a helpful tool that enables a company’s management to easily record transactions, prepare financial statements, and review revenues and expenses in detail. These accounts are logged in the general ledger and are used in an organization’s profit and loss statement. Also known as the profit and loss statement or the statement of revenue and expense, the income statement primarily focuses on the company’s revenues and expenses during a particular period.

  • Revenue that does not come from the day-to-day business is categorized as other income.
  • Equity Share CapitalShare capital refers to the funds raised by an organization by issuing the company’s initial public offerings, common shares or preference stocks to the public.
  • To fix that, they automate the setup part and build a pre-fabricated chart of accounts into the software.
  • You’d credit $300 to the business’s bank account and debit $300 to the equipment account .
  • Think of it as the filing cabinet for your small business’s accounting system.
  • The number system for each liability account can start from 2000 and use a sequence that is easy to follow and compare in different accounting periods.

An added bonus of having a properly organized chart of accounts is that it simplifies tax season. The chart of accounts tracks your business income and expenses, which you’ll need to report on your income tax return every year.

How Charts Of Accounts Coa Works

Many industry associations publish recommended charts of accounts for their respective industries in order to establish a consistent standard of comparison among firms in their industry. Accounting software packages often come with a selection of predefined account charts for various types of businesses. Each line on a typical chart of accounts will include an account number, title, description and balance.

Every time you record a business transaction—a new bank loan, an invoice from one of your clients, a laptop for the office—you have to record it in the right account. As you can see, each account is listed numerically in financial statement order with the number in the first column and the name or description in the second column. Apart from these, other types of accounts include Other Expenses, Other Income and so on. Expenses or Overhead cost – Overhead costs or fixed costs are the expenses that the company needs to pay even if it is not producing anything. Income – It is the revenue that the company generates from day-to-day operations such as professional fees, products sold, and reimbursable expenses and so on. Just like the division code, the department code is also usually a two-digit code.

For example, if you buy a ladder for your roofing company, you can put it in the “equipment” account under assets, instead of dedicating an entire account to “ladders.” It should let you make better decisions, give you an accurate snapshot of your company’s financial health, and make it easier to follow financial reporting standards.

Why is a chart of accounts important?

It is important because it is designed as a way to separate expenditures, revenue, assets, and liabilities, so a business can have a clear understanding and view of their overall financial health. It also helps meet the needs of management reporting while also complying with all financial reporting standards.

The object code consists of seven digits which identify what money was spent on. The object code indicates how expenses from your reporting unit, represented by an activity code, were used. This includes items such as salary, travel expense, office supplies, printing expense, rent, telephone expense, equipment, etc. Revenues received can be classified as gift revenue, rental revenue, revenue from the sale of books, tuition revenue, lab fees income, etc. These categories can further be broken down into more specific subcategories based on the accounts of your business. A chart of accounts is an organized list that is broken down into five main categories and subcategories. Each account has a four-digit number that makes it easy to keep accounts organized, track finances, and create general ledger entries.

Chart Of Accounts Example

In the absence of that, tax and audit CPAs have the custom reporting software to easily convert your management-oriented chart of accounts into their format. Just be sure to make it easy for them by incorporating any special accounts they need into your remodeled chart accounts. That level is managerial accounting, and it’s where you create financial reports with the information you want to see.

COAs can differ and be tailored to reflect a company’s operations. However, they also must respect the guidelines set out by the Financial Accounting Standards Board and generally accepted accounting principles . The following is an example of some of the accounts that might be included in a chart of accounts. If you want to take your company and yourself to the next level, thenclick here to learn more about the premier financial leadership development platform.

Alternatively, if you’re using accounting software, it’ll know which accounts to credit and debit. You’ll notice that each account in the chart of accounts for Doris Orthodontics also has a five-digit reference number preceding it. The first digit in the account number refers to which of the five major account categories an individual account belongs to—“1” for asset accounts, “2” for liability accounts, “3” for equity accounts, etc.

chart of accounts example

Whether you’re a one-person operation or have a staff of 10, here are some good choices to simplify chart of accounts management for your business. The accounts in a chart of accounts will vary depending on your business size and type. Below is an example of a chart of accounts for a small service business. The chart contains all five account types found in all accounting chart of accounts. A chart of accounts provides a comprehensive listing of every account in the general ledger, broken down into subcategories. As such, it is an organizational tool that makes it easier to locate specific accounts. In that sense, a COA is simply a table of contents for the general ledger.

How To Make A Chart Of Accounts

By doing so, you can easily understand what products or services are generating the most revenue in your business. If you create too many categories in your chart of account, you can make your entire financial reports difficult to read and analyze. A chart of accounts organizes your finances into a streamlined system of numbered accounts. The COA will include balance sheet entries of assets, liabilities and owner’s equity, and income statement’s expenses and revenue. The chart of accounts numbering will indicate the location of the listed account in the ledger.

chart of accounts example

The chart of accounts is a listing of all accounts used in the general ledger of an organization. The chart is used by the accounting software to aggregate information into an entity’s financial statements. The chart is usually sorted in order by account number, to ease the task of locating specific accounts. The accounts are usually numeric, but can also be alphabetic or alphanumeric.

Understanding Why A Chart Of Accounts Is Important

This way, you can go back and add more accounts as your company grows without losing the effective organization of preexisting accounts. For many business owners, it’s knowing how to set up a chart of accounts. Grouping accounts under Personnel Expense and Office Administration Expense on your chart of accounts lets you easily see the total cost of personnel, or of administering the office.

Since this is a gift, the activity manager must forward the check to the University Advancement Office for account coding and depositing. The vendors that appear on this list were chosen by subject matter experts on the basis of product quality, wide usage and availability, and positive reputation. See our expert’s shortlist of invoicing software to help your business run smoothly. This easy-to-use and feature-rich software is ideal if you have no bookkeeping experience and want top-notch customer support.

They know (especially the entry-level providers) most people would struggle to set up a quality chart of accounts. To fix that, they automate the setup part and build a pre-fabricated chart of accounts into the software. My technology client had one big “room” for all Sales, with no bins and shelves. His month-end income statement could get no more detailed than that one account. At a glance, he had no idea which revenue streams were contributing to that bulk monthly number. Not enough thought has gone into developing the chart of accounts, which is the foundation of financial reporting.

Organize Operating Expenses To Reflect Owner Preferences And Match Budgeting Level Of Detail

QuickBooks Online is the browser-based version of the popular desktop accounting application. It has extensive reporting functions, multi-user plans and an intuitive interface. Alternatives Looking for a different set of features or lower price point? Check out these alternative options for popular software solutions. The costs of such detailed analysis in a manual system would have outweighed the benefits.

When set up properly, your chart of accounts can provide you with detailed information about your business. And it helps to ensure that the information you do retrieve, such as financial statements, give an accurate representation of your business. An account in bookkeeping is a record of financial transactions of a certain type (e.g., credit sales to the ABC Corp). In this case, its purpose is to provide an overview of the groups of data or accounts that store information of the same type.

A division will usually have various departments such as accounting, production, engineering and so on. In order, to identify the departments in a division, an account manager can use two to three-digit codes.

What is a chart of accounts and why it is important give an example?

A chart of accounts allows you to allocate every transaction from your business to a category. That way, you can see exactly where your business is making and spending money. This can be everything from a new bank loan, an invoice from a client, or a receipt for a new office computer.

For instance, if an account’s name or description is ambiguous, the bookkeeper can simply look at the prefix to know exactly what it is. An account might simply be named “insurance offset.” What does that mean? The bookkeeper would be able to tell the difference by the account number. An asset would have the prefix of 1 and an expense would have a prefix of 5.

Business Checking Accounts Business checking accounts are an essential tool for managing company funds, but finding the right one can be a little daunting, especially with new options cropping up all the time. CMS A content management system software allows you to publish content, create a user-friendly web experience, and manage your audience lifecycle. Construction Management This guide will help you find some of the best construction software platforms out there, and provide everything you need to know about which solutions are best suited for your business. Once balance sheet accounts are recorded, it’s time to look at income statement accounts.

To see a working example of the entire hierarchy, click the button to download the chart of accounts template that we actually use as a starting point on our engagements. Pilot is not a public accounting firm and does not provide services that would require a license to practice public accountancy. Pilot is a provider of financial back-office services, including bookkeeping, controller services, and CFO services. You can break down accounts into sub-accounts so that transactions can be tracked at a more granular level. Equity represents the value that is left in the business after deducting all the liabilities from the assets.

Fortunately, those days are all but behind us and many teams are turning to accounting software to automate this document-keeping chart of accounts example process. Automating the labeling and categorizing of account entries is far, far easier than the old-fashioned approach.

The rating of this company or service is based on the author’s expert opinion and analysis of the product, and assessed and seconded by another subject matter expert on staff before publication. Merchant Maverick’s ratings are not influenced by affiliate partnerships. Your chart of accounts will show you the current balance of your sales.