Home » Bookkeeping articles » Double Entry Accounting Defined And Explained

Double Entry Accounting Defined And Explained

November 25, 2021
Bill Kimball
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" alt="double entry accounting system" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="392" height="220" /></p> <p>Double-entry accounting maintains the accounting equation that assets must equal liabilities plus equity. Putting all this double-entry bookkeeping data together will form a trial balance and the financial statements. Increase a liability or equity account, or decrease an asset account.</p> <div> <div> <h3>Which are the accounts prepared under double account system?</h3> </div> <div> <div> <p>The following points highlight the four components in preparation of final accounts under double account system. The components are: (1) Revenue Account (2) Net Revenue Account (3) Capital Account and (4) General Balance Sheet.</p> </div> </div> </div> <p>A transaction is recorded for this purchase where the accounting firm pays cash and the furniture store delivers the furniture. So, from the firm’s perspective, the cash account’s value decreases and the furniture account’s value increases. It’s impossible to find investors or get a loan without accurate financial statements, and it’s impossible to produce accurate financial statements without using double-entry accounting. If you’d only entered the $200 as a deposit, your bank account <a href="https://www.bookstime.com/articles/double-entry">double entry accounting</a> balance would be accurate, but your utility expense would be too high. The products on the market today are designed with business owners, not accountants, in mind. Even if your knowledge of accounting doesn’t extend beyond Accounting 101, you’ll find most accounting software applications easy to use. It&#8217;s possible to manually create multiple ledger accounts, but if you’re making the move to double-entry accounting, you’ll likely want to make the switch to accounting software, too.</p> <p>He provides blogs, videos, and speaking services on accounting and finance. Ken is the author of four Dummies books, including &#8220;Cost Accounting for Dummies.&#8221; If you’ve previously used a single-entry system, you may be wondering how to go about switching to a double-entry system. The best modern accounting software has double-entry concepts already built-in. Starting out with double-entry bookkeeping, even when your business is small, is the best long-term plan.</p> <h2>Accounts</h2> <p>Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7 &amp; 63 licenses. He currently researches and teaches at the Hebrew University in Jerusalem.</p> <p>If one account has a natural debit balance, a debit will increase the total amount in the account. If the other account updated in the transaction has a natural credit balance, the corresponding credit will increase that account, too. A single journal entry can increase both accounts at the same time, decrease both or a combination. In accounting, the terms “debit” and “credit” have a specific meaning that differs from the colloquial use of the words (as in “debit cards” or “bank credits”).</p> <p>In practice, using a double-entry accounting system quickly becomes second nature. Bookkeepers become fluent in the language very quickly and begin to think in terms of T- accounts, which are visual representations of accounts listing debits on the left and credits on the right. While single-entry accounting is simpler to implement, it has significant shortcomings compared with double-entry accounting.</p> <h2>Double Entry</h2> <p>Double-entry accounting is the foundation of financial management at most businesses. It helps growing businesses track increasingly complex operations, and it’s essential for public companies and for private ones that rely on outside financing. Software can automate and greatly simplify the process of establishing and maintaining a double-entry accounting method and using it to generate financial statements. As a result, few companies today use manual recording methods for double-entry bookkeeping. At a minimum, modern bookkeeping relies on spreadsheets that can automate some calculations. Most often, companies use accounting software to simplify and automate the process and prevent errors that lead to inaccurate financial statements and other issues. Run financial statements straight out of the double-entry accounting system.</p> <ul> <li>Or FreshBooks has a simple online accounting solution that lets small business owners do it themselves and makes keeping the books easy.</li> <li>The business owner records the starting balance of $5,670 in the top row and records all other transactions as either positive or negative beneath the starting balance.</li> <li>Using software will also reduce errors and eliminate out-of-balance accounts.</li> <li>Once your chart of accounts is set up and you have a basic understanding of debits and credits, you can start entering your transactions.</li> <li>By utilizing this technology, the accounting standard will become revolutionized with a real-time ledger established.</li> <li>The 15th century Franciscan Friar Luca Pacioli is often credited with being the first to write about modern accounting methods like double-entry accounting.</li> </ul> <p>Read on to learn what is double-entry accounting and how it can benefit your books. As a company&#8217;s business grows, the likelihood of clerical errors increases. Although double-entry accounting does not prevent errors entirely, it limits the effect any errors have on the overall accounts. Shelley Elmblad is an expert in financial planning, personal finance software, and taxes, with experience researching and teaching savings strategies for over 20 years.</p> <h2>Use Accounting Software</h2> <p>Tthis helps a company make better financial decisions in the future. Small businesses with more than one employee or looking to apply for a loan should also use double-entry bookkeeping. This system is a more accurate and complete way to keep track of the financial situation of a company and how fast it’s growing. Accountants usually first show the account and amount to be debited. On the next line, the account to be credited is indented and the amount appears further to the right than the debit amount shown in the line above.</p> <p><img 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" alt="double entry accounting system" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>For those who need quality case results quickly—the complete concise guide to building the winning business case. For twenty years, the proven standard in business, government, and education. The majority of business firms worldwide rely on double-entry systems, even though they are more complex and more difficult to use than the more straightforward alternative, single-entry systems. However, you must remember the fundamental principles for your business’s finances.</p> <h2>Different Types Of Accounts</h2> <p>In other words,debits and creditsmust also be equal in every accounting transaction and in their total. Credits to one account must equal debits to another to keep the equation in balance. Accountants use debit and credit entries to record transactions to each account, and each of the accounts in this equation show on a company&#8217;s balance sheet. To account for the credit purchase, entries must be made in their respective accounting ledgers.</p> <p>Public companies can’t use single-entry accounting because it’s not accepted under GAAP. Single-entry accounting is the alternative method to double-entry accounting for recording financial activities. Single-entry accounting resembles a list of transactions in a check register or bank statement.</p> <h2>Accounting For Managers</h2> <p>The best options can even turn this double-entry system into income statements and balance sheets with a few clicks. The ledgers can be easily deceived and changed since the adjustments are based on personal judgment, and human error may be hard to locate when payments get incorrectly recorded.</p> <p>She credits her technology expense account $1000 and debits her cash account $1000. This is because her technology expense assets are now worth $1000 more and she has $1000 less in cash. The accounting cycle begins with transactions and ends with completed financial statements. The journal is a chronological list of each accounting transaction and includes at a minimum the date, the accounts affected, and the amounts to be debited and credited.</p> <p>A debit is always on the left side of the ledger, while a credit is always on the right side of the ledger. This is how you would record your coffee expense in single-entry accounting. Unlike single-entry accounting, which requires only that you post a transaction into a ledger, double-entry tracks both sides of each transaction you enter.</p> <h2>Double‐entry Bookkeeping</h2> <p>It follows that the bookkeeping system must always balance, which is a big advantage. Some types of mistakes will cause the system to be out of balance, and as a result, the bookkeeper will be alerted to a problem. Contra liability accounts and contra expense accounts—like their contra asset counterparts—also reverse the debit/credit &#8220;rules&#8221; from the table in the previous section. An addition to a liability account, for instance, is usually a credit, but to a contra liability account, the increase is a debit. For this reason, the balance in a contra liability account is a debit balance.</p> <p>She is a certified public accountant who owns her own accounting firm, where she serves small businesses, nonprofits, solopreneurs, freelancers, and individuals. Sage 50cloud is a feature-rich accounting platform with tools for sales tracking, reporting, invoicing and payment processing and vendor, customer and employee management. Using software will also reduce errors and eliminate out-of-balance accounts.</p> <p>Types of expenses such as materials or utilities are grouped together in an account. Ways of grouping payments or transactions are grouped together in accounts as well such as accounts receivable or accounts payable. At the end of each month and year, accountants post adjusting entries to the trial balance and use the adjusted trial balance to generate financial statements. Accounting software provides controls to ensure your trial balance is accurate. The software will ensure that the total dollar amount of debits equals the credit balance and that each account balance is in your trial balance report. At any point in time, an accountant can produce a trial balance, which is a listing of each account and its current balance. The total debits and credits on the trial balance will equal one another.</p> <p>Basically, double-entry bookkeeping means that for every entry into an account, there needs to be a corresponding and opposite entry into a different account. It will result in a debit entry in one or more accounts and a corresponding credit entry in one or more accounts.</p> "

double entry accounting system

Double-entry accounting maintains the accounting equation that assets must equal liabilities plus equity. Putting all this double-entry bookkeeping data together will form a trial balance and the financial statements. Increase a liability or equity account, or decrease an asset account.

Which are the accounts prepared under double account system?

The following points highlight the four components in preparation of final accounts under double account system. The components are: (1) Revenue Account (2) Net Revenue Account (3) Capital Account and (4) General Balance Sheet.

A transaction is recorded for this purchase where the accounting firm pays cash and the furniture store delivers the furniture. So, from the firm’s perspective, the cash account’s value decreases and the furniture account’s value increases. It’s impossible to find investors or get a loan without accurate financial statements, and it’s impossible to produce accurate financial statements without using double-entry accounting. If you’d only entered the $200 as a deposit, your bank account double entry accounting balance would be accurate, but your utility expense would be too high. The products on the market today are designed with business owners, not accountants, in mind. Even if your knowledge of accounting doesn’t extend beyond Accounting 101, you’ll find most accounting software applications easy to use. It’s possible to manually create multiple ledger accounts, but if you’re making the move to double-entry accounting, you’ll likely want to make the switch to accounting software, too.

He provides blogs, videos, and speaking services on accounting and finance. Ken is the author of four Dummies books, including “Cost Accounting for Dummies.” If you’ve previously used a single-entry system, you may be wondering how to go about switching to a double-entry system. The best modern accounting software has double-entry concepts already built-in. Starting out with double-entry bookkeeping, even when your business is small, is the best long-term plan.

Accounts

Adam received his master’s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7 & 63 licenses. He currently researches and teaches at the Hebrew University in Jerusalem.

If one account has a natural debit balance, a debit will increase the total amount in the account. If the other account updated in the transaction has a natural credit balance, the corresponding credit will increase that account, too. A single journal entry can increase both accounts at the same time, decrease both or a combination. In accounting, the terms “debit” and “credit” have a specific meaning that differs from the colloquial use of the words (as in “debit cards” or “bank credits”).

In practice, using a double-entry accounting system quickly becomes second nature. Bookkeepers become fluent in the language very quickly and begin to think in terms of T- accounts, which are visual representations of accounts listing debits on the left and credits on the right. While single-entry accounting is simpler to implement, it has significant shortcomings compared with double-entry accounting.

Double Entry

Double-entry accounting is the foundation of financial management at most businesses. It helps growing businesses track increasingly complex operations, and it’s essential for public companies and for private ones that rely on outside financing. Software can automate and greatly simplify the process of establishing and maintaining a double-entry accounting method and using it to generate financial statements. As a result, few companies today use manual recording methods for double-entry bookkeeping. At a minimum, modern bookkeeping relies on spreadsheets that can automate some calculations. Most often, companies use accounting software to simplify and automate the process and prevent errors that lead to inaccurate financial statements and other issues. Run financial statements straight out of the double-entry accounting system.

  • Or FreshBooks has a simple online accounting solution that lets small business owners do it themselves and makes keeping the books easy.
  • The business owner records the starting balance of $5,670 in the top row and records all other transactions as either positive or negative beneath the starting balance.
  • Using software will also reduce errors and eliminate out-of-balance accounts.
  • Once your chart of accounts is set up and you have a basic understanding of debits and credits, you can start entering your transactions.
  • By utilizing this technology, the accounting standard will become revolutionized with a real-time ledger established.
  • The 15th century Franciscan Friar Luca Pacioli is often credited with being the first to write about modern accounting methods like double-entry accounting.

Read on to learn what is double-entry accounting and how it can benefit your books. As a company’s business grows, the likelihood of clerical errors increases. Although double-entry accounting does not prevent errors entirely, it limits the effect any errors have on the overall accounts. Shelley Elmblad is an expert in financial planning, personal finance software, and taxes, with experience researching and teaching savings strategies for over 20 years.

Use Accounting Software

Tthis helps a company make better financial decisions in the future. Small businesses with more than one employee or looking to apply for a loan should also use double-entry bookkeeping. This system is a more accurate and complete way to keep track of the financial situation of a company and how fast it’s growing. Accountants usually first show the account and amount to be debited. On the next line, the account to be credited is indented and the amount appears further to the right than the debit amount shown in the line above.

double entry accounting system

For those who need quality case results quickly—the complete concise guide to building the winning business case. For twenty years, the proven standard in business, government, and education. The majority of business firms worldwide rely on double-entry systems, even though they are more complex and more difficult to use than the more straightforward alternative, single-entry systems. However, you must remember the fundamental principles for your business’s finances.

Different Types Of Accounts

In other words,debits and creditsmust also be equal in every accounting transaction and in their total. Credits to one account must equal debits to another to keep the equation in balance. Accountants use debit and credit entries to record transactions to each account, and each of the accounts in this equation show on a company’s balance sheet. To account for the credit purchase, entries must be made in their respective accounting ledgers.

Public companies can’t use single-entry accounting because it’s not accepted under GAAP. Single-entry accounting is the alternative method to double-entry accounting for recording financial activities. Single-entry accounting resembles a list of transactions in a check register or bank statement.

Accounting For Managers

The best options can even turn this double-entry system into income statements and balance sheets with a few clicks. The ledgers can be easily deceived and changed since the adjustments are based on personal judgment, and human error may be hard to locate when payments get incorrectly recorded.

She credits her technology expense account $1000 and debits her cash account $1000. This is because her technology expense assets are now worth $1000 more and she has $1000 less in cash. The accounting cycle begins with transactions and ends with completed financial statements. The journal is a chronological list of each accounting transaction and includes at a minimum the date, the accounts affected, and the amounts to be debited and credited.

A debit is always on the left side of the ledger, while a credit is always on the right side of the ledger. This is how you would record your coffee expense in single-entry accounting. Unlike single-entry accounting, which requires only that you post a transaction into a ledger, double-entry tracks both sides of each transaction you enter.

Double‐entry Bookkeeping

It follows that the bookkeeping system must always balance, which is a big advantage. Some types of mistakes will cause the system to be out of balance, and as a result, the bookkeeper will be alerted to a problem. Contra liability accounts and contra expense accounts—like their contra asset counterparts—also reverse the debit/credit “rules” from the table in the previous section. An addition to a liability account, for instance, is usually a credit, but to a contra liability account, the increase is a debit. For this reason, the balance in a contra liability account is a debit balance.

She is a certified public accountant who owns her own accounting firm, where she serves small businesses, nonprofits, solopreneurs, freelancers, and individuals. Sage 50cloud is a feature-rich accounting platform with tools for sales tracking, reporting, invoicing and payment processing and vendor, customer and employee management. Using software will also reduce errors and eliminate out-of-balance accounts.

Types of expenses such as materials or utilities are grouped together in an account. Ways of grouping payments or transactions are grouped together in accounts as well such as accounts receivable or accounts payable. At the end of each month and year, accountants post adjusting entries to the trial balance and use the adjusted trial balance to generate financial statements. Accounting software provides controls to ensure your trial balance is accurate. The software will ensure that the total dollar amount of debits equals the credit balance and that each account balance is in your trial balance report. At any point in time, an accountant can produce a trial balance, which is a listing of each account and its current balance. The total debits and credits on the trial balance will equal one another.

Basically, double-entry bookkeeping means that for every entry into an account, there needs to be a corresponding and opposite entry into a different account. It will result in a debit entry in one or more accounts and a corresponding credit entry in one or more accounts.