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Double Entry Definition

November 19, 2021
Bill Kimball
array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(126773) "<p><img 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" alt="double entry accounting system" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="393" height="294" /></p> <p>The total of all debit entries therefore always equal to the total of all credit entries. This is a very important fact and is called the golden rule of accounting – debits must always equal credits. The above examples show contra asset accounts, but there are also examples of contra liability accounts and contra expense accounts that operate in the same way. The value in the contra account reduces the company&#8217;s actual liability from the stated figure in &#8220;Bonds payable.&#8221; The accounts in a double-entry bookkeeping system are the categories for organizing bookkeeping information.</p> <ul> <li>At the same time, owner’s equity increases because now you’re a shareholder.</li> <li>This is because double-entry bookkeeping can generate a variety of crucial financial reports like a balance sheet and income statement, according to Bench Bookkeeping.</li> <li>Your accounts payable increases by the same amount, but it’s considered a credit in this account.</li> <li>Peggy James is an expert in accounting, corporate finance, and personal finance.</li> <li>In single-entry bookkeeping, you can actually keep a two-column ledger, one column for revenue and one for expenses.</li> <li>Triple-entry accounting records are cryptographically enclosed and distributed, making them nearly impossible to destroy or copy.</li> </ul> <p>Or FreshBooks has a simple accounting solution for small business owners with no accounting background. Did the first sample transaction follow the double-entry system and affect two or more accounts? Joe looks at the balance sheet again and answers yes, both Cash and Common Stock were affected by the transaction. NerdWallet strives to keep its information accurate and up to date. This information may be different than what you see when you visit a financial institution, service provider or specific product’s site.</p> <h2>Proper Training Allows For Accurate Record</h2> <p>Debits will increase an asset account or decrease a liability account. Debits always increase asset or expense accounts and decrease liability or equity accounts. Credits always decrease asset or expense accounts and increase liability or equity accounts, according to Accounting Tools.</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>Financial statements are used by management to determine how well their companies are performing financially and to create budgets. Because of the dual effect, the double-entry system is precise and thorough. It adheres to generally accepted accounting principles where every transaction gets tracked by a comprehensive interface. The process starts with the source documents, then moves on to the ledger, journal, trial balance, and finally- financial statement preparation. <a href="https://www.bookstime.com/articles/double-entry">double entry accounting</a> Very simply, a double-entry system states that at least two entries must be made for each business transaction, one a debit entry and another a credit entry, both of equal amounts. Nowadays, the double-entry system of accounting is used all over the world as it is the only reliable system of recording business transactions. Since every transaction affects at least two accounts, we must make two entries for each transaction to fully record its impact in books of account.</p> <h2>Contra Accounts</h2> <p>Liabilities remain unchanged at $0, and equity remains unchanged at $0. Bear in mind that while you’ll be able to prove income tax reporting and calculate net income, you won’t be able to generate a complete set of financial statements. This will limit your ability to win investments down the road and may lead you to switch accounting systems at some point. It is sometimes described as an ‘incomplete’ financial system, because it only records one aspect of a business’s financial transactions — inflows and outflows. This makes single-entry much more prone to error and fraud than double-entry.</p> <div> <div> <h3>What is double entry system and its advantages and disadvantages?</h3> </div> <div> <div> <p>Both sides of a transaction are registered as debit and credit in this system, so we keep separate accounts for the purchase and payment. When we pass an entry on both sides, the account is automatically reviewed in this method. We will quickly find the error if both sides of the trial balance are not balanced.</p> </div> </div> </div> <p>Money flowing through your business has a clear source and destination. Essentially, the representation equates all uses of capital to all sources of capital (where debt capital leads to liabilities and equity capital leads to shareholders&#8217; equity). For a company keeping accurate accounts, every single business transaction will be represented in at least of its two accounts.</p> <h2>Stay Up To Date On The Latest Accounting Tips And Training</h2> <p>This might seem a little confusing—but all you need to remember is that any transaction is both a credit and debit. To the uninitiated, though, double-entry accounting can feel like dark alchemy. And even if you aren’t an accountant, it’s important for every small business owner to understand, as it serves as the basis for all accounting today. The electronic contract software is programmed to work when all of the required details are fulfilled.</p> <p>This is still considered to be a single-entry system, because each transaction is only entered once. Basically, double-entry provides a 360 degree view of a business’s financial transactions, making financial reporting smoother and operations more transparent. Double-entry has been around since the Renaissance era and perhaps even before. It is still the most commonly used accounting method that complies with Generally Accepted Accounting Principles . At Pilot, we have a team of expert bookkeepers using powerful software to eliminate the most error-prone aspects of bookkeeping. Expense accounts detail numbers related to money spent on advertising, payroll costs, administrative expenses, or rent. Common stock is a type of security that represents ownership of equity in a company.</p> <div> <div> <h3>Who introduced double-entry?</h3> </div> <div> <div> <p>The first known documentation of the double-entry system was first recorded in 1494 by Luca Pacioli, who is widely known today as the “Father of Accounting” because of the book he published that year detailing the concepts of the double-entry bookkeeping method.</p> </div> </div> </div> <p>It’s much easier to detect errors using a double-entry system than it is with a single-entry system. The double-entry accounting method is a system of bookkeeping that requires accountants to record every financial transaction twice, one time in each of two separate accounts. Double-entry bookkeeping is a hugely important concept that drives every accounting transaction in a company’s financial reporting. Business owners must understand this concept to manage their accounting process and to analyze financial results. Use this guide to review the double-entry bookkeeping system and post accounting transactions correctly. Now that we have talked about the double entry bookkeeping system, let’s move on to recording journal entries.</p> <h2>For Every Debit, There Must Be A Credit</h2> <p>Companies of all sizes use double-entry accounting to run their businesses. The total debits and credits must balance, meaning they have to account for the total dollar value of a transactions. A transaction for $1000 must be credited $1000 and debited $1000. The double-entry system of accounting or bookkeeping means that for every business transaction, amounts must be recorded in a minimum of two accounts. The double-entry system also requires that for all transactions, the amounts entered as debits must be equal to the amounts entered as credits. Every financial transaction gets recorded in two separate accounts, a debit to one account and a credit to another.</p> <p>The founding father of the double entry system was a Franciscan monk called Luca Pacioli. He did not invent it, but in 1493 he wrote down the principles of the system being used by himself and others. Vinice had trade relations with different parts of the world through trade channels and the double-entry system was introduced in Great Britain and other parts of the world.</p> <p>Pilot is not a public accounting firm and does not provide services that would require a license to practice public accountancy. In this discussion, we’ll explain double-entry and single-entry bookkeeping and give you the info you need to decide which one is right for your business. When you set up a new business, one of the first things you need to decide is which bookkeeping system to use — double-entry or single-entry.</p> <p>Knowing the true cost of individual products and services, precisely, is crucial for product planning, pricing, and strategy. However, In some settings, traditional costing gives notoriously misleading estimates of these costs. As a resultl, many turn instead to Activity Based Costing for costing accuracy. Successful branding is why fashions by Georgio Armani bring to mind style, exclusiveness, desirability. Branding is why riding Harley Davidson motorcycles makes a statement about the owner&#8217;s lifestyle. Strong branding ultimately pays off in customer loyalty, competitive edge, and bankable brand equity. ROI has a sketchy reputation, no doubt, because many people misinterpret its message and few understand clearly which data go into the formula and which do not.</p> <p>Accounting software can also typically integrate with bank and credit card accounts to automatically pull in information from those sources. And for business owners who use tax professionals, uploading data to tax systems when it comes time to file tax returns is much easier and less time-consuming than manual methods for both parties. For each transaction, the total debits recorded must equal the total credits recorded.a. For example, if a company pays $20 for a website domain, the cash account will decrease $20 and the advertising expenses account will increase $20. To illustrate double entry, let&#8217;s assume that a company borrows $10,000 from its bank. The company&#8217;s Cash account must be increased by $10,000 and a liability account must be increased by $10,000.</p> <h2>Double‐entry Bookkeeping</h2> <p>Under the double‐entry bookkeeping system, the full value of each transaction is recorded on the debit side of one or more accounts and also on the credit side of one or more accounts. Therefore, the combined debit balance of all accounts always equals the combined credit balance of all accounts. Double entry refers to a system of bookkeeping that, while quite simple to understand, is one of the most important foundational concepts in accounting.</p> <p>His work has stood the test of time because the fundamental principles are timeless. If he was able to visit a modern accounts office, once computers had been explained to him he would recognize that his principles were still being applied. This article examines the origin of bookkeeping and the double-entry accounting system.</p> <p><img 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" alt="double entry accounting system" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="393" height="295" /></p> <p>The theoretical value of the business that would be distributed to the owners after the assets were sold and the liabilities paid. The double-entry system protects your small business against costly accounting errors. We believe everyone should be able to make financial decisions with confidence. This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post. Bench assumes no liability for actions taken in reliance upon the information contained herein.</p> <p>On December 1, 2020 Joe starts his business Direct Delivery, Inc. The first transaction that Joe will record for his company is his personal investment of $20,000 in exchange for 5,000 shares of Direct Delivery&#8217;s common stock. Direct Delivery&#8217;s accounting system will show an increase in its account Cash from zero to $20,000, and an increase in its stockholders&#8217; equity account Common Stock by $20,000. There are no revenues because no delivery fees were earned by the company, and there were no expenses. Double-entry accounting is a system that requires two book entries — one debit and one credit — for every transaction within a business. Your books are balanced when the sum of each debit and its corresponding credit equals zero.</p> <p>When you first start your small business, it’s possible you can get by using a single-entry system. Single-entry bookkeeping is very similar to personal bookkeeping, like keeping a checkbook. According to a recent Sage Research report, a majority of accountants feel there has been a cultural shift in accounting and that traditional methods are no longer enough to remain competitive.</p> <p>Single-entry bookkeeping is characterized by the fact that only one entry is made for each transaction, just like in your check register. In one column, entries are recorded as a positive or negative amount. In single-entry bookkeeping, you can actually keep a two-column ledger, one column for revenue and one for expenses.</p> <p>This review will help you understand what the software does and whether it’s right for you. Appointment Scheduling 10to8 10to8 is a cloud-based appointment scheduling software that simplifies and automates the process of scheduling, managing, and following up with appointments. Learn more about how you can improve payment processing at your business today. Because the double-entry system is more complete and transparent, anyone considering giving your business money will be a lot more likely to do so if you use this system.</p> <p>This is why single-entry accounting isn’t sufficient for most businesses. The system might sound like double the work, but it paints a more complete picture of how money is moving through your business. And nowadays, accounting software manages a large portion of the process behind the scenes. Bench gives you a dedicated bookkeeper supported by a team of knowledgeable small business experts. We’re here to take the guesswork out of running your own business—for good. Your bookkeeping team imports bank statements, categorizes transactions, and prepares financial statements every month. Instead of ensuring that you’re meticulously recording every transaction twice, apps and software can automate this whole process.</p> <p>So if you buy a new factory or if you buy some postage stamps, the appropriate accounts will be debited. Liabilities in the balance sheet and income in the profit and loss account are both credits.</p> <p>At the end of the accounting period, just calculate the remaining balance. You also won’t need to invest in any bookkeeping software or services, as a simple Excel sheet is enough. You will note these transactions in a section of the business’s General Ledger. In a double-entry statement, you’ll see debits on the left-hand side and credits on the right. Unless you’re already well-versed in bookkeeping and financial management, it can be hard to know which one to choose for your business.</p> <p>When you log into your bank account online, or receive your bank statement in the mail, you’ll see a list of all of your activity for the month. That activity includes things like the $5.50 you spent at the coffee shop during your breakfast meeting as well as the customer payment you deposited. If you’re a freelancer, sole entrepreneur, or contractor, chances are you’ve been using single-entry accounting, especially if you aren’t using accounting software.</p> "

double entry accounting system

The total of all debit entries therefore always equal to the total of all credit entries. This is a very important fact and is called the golden rule of accounting – debits must always equal credits. The above examples show contra asset accounts, but there are also examples of contra liability accounts and contra expense accounts that operate in the same way. The value in the contra account reduces the company’s actual liability from the stated figure in “Bonds payable.” The accounts in a double-entry bookkeeping system are the categories for organizing bookkeeping information.

  • At the same time, owner’s equity increases because now you’re a shareholder.
  • This is because double-entry bookkeeping can generate a variety of crucial financial reports like a balance sheet and income statement, according to Bench Bookkeeping.
  • Your accounts payable increases by the same amount, but it’s considered a credit in this account.
  • Peggy James is an expert in accounting, corporate finance, and personal finance.
  • In single-entry bookkeeping, you can actually keep a two-column ledger, one column for revenue and one for expenses.
  • Triple-entry accounting records are cryptographically enclosed and distributed, making them nearly impossible to destroy or copy.

Or FreshBooks has a simple accounting solution for small business owners with no accounting background. Did the first sample transaction follow the double-entry system and affect two or more accounts? Joe looks at the balance sheet again and answers yes, both Cash and Common Stock were affected by the transaction. NerdWallet strives to keep its information accurate and up to date. This information may be different than what you see when you visit a financial institution, service provider or specific product’s site.

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Debits will increase an asset account or decrease a liability account. Debits always increase asset or expense accounts and decrease liability or equity accounts. Credits always decrease asset or expense accounts and increase liability or equity accounts, according to Accounting Tools.

double entry accounting system

Financial statements are used by management to determine how well their companies are performing financially and to create budgets. Because of the dual effect, the double-entry system is precise and thorough. It adheres to generally accepted accounting principles where every transaction gets tracked by a comprehensive interface. The process starts with the source documents, then moves on to the ledger, journal, trial balance, and finally- financial statement preparation. double entry accounting Very simply, a double-entry system states that at least two entries must be made for each business transaction, one a debit entry and another a credit entry, both of equal amounts. Nowadays, the double-entry system of accounting is used all over the world as it is the only reliable system of recording business transactions. Since every transaction affects at least two accounts, we must make two entries for each transaction to fully record its impact in books of account.

Contra Accounts

Liabilities remain unchanged at $0, and equity remains unchanged at $0. Bear in mind that while you’ll be able to prove income tax reporting and calculate net income, you won’t be able to generate a complete set of financial statements. This will limit your ability to win investments down the road and may lead you to switch accounting systems at some point. It is sometimes described as an ‘incomplete’ financial system, because it only records one aspect of a business’s financial transactions — inflows and outflows. This makes single-entry much more prone to error and fraud than double-entry.

What is double entry system and its advantages and disadvantages?

Both sides of a transaction are registered as debit and credit in this system, so we keep separate accounts for the purchase and payment. When we pass an entry on both sides, the account is automatically reviewed in this method. We will quickly find the error if both sides of the trial balance are not balanced.

Money flowing through your business has a clear source and destination. Essentially, the representation equates all uses of capital to all sources of capital (where debt capital leads to liabilities and equity capital leads to shareholders’ equity). For a company keeping accurate accounts, every single business transaction will be represented in at least of its two accounts.

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This might seem a little confusing—but all you need to remember is that any transaction is both a credit and debit. To the uninitiated, though, double-entry accounting can feel like dark alchemy. And even if you aren’t an accountant, it’s important for every small business owner to understand, as it serves as the basis for all accounting today. The electronic contract software is programmed to work when all of the required details are fulfilled.

This is still considered to be a single-entry system, because each transaction is only entered once. Basically, double-entry provides a 360 degree view of a business’s financial transactions, making financial reporting smoother and operations more transparent. Double-entry has been around since the Renaissance era and perhaps even before. It is still the most commonly used accounting method that complies with Generally Accepted Accounting Principles . At Pilot, we have a team of expert bookkeepers using powerful software to eliminate the most error-prone aspects of bookkeeping. Expense accounts detail numbers related to money spent on advertising, payroll costs, administrative expenses, or rent. Common stock is a type of security that represents ownership of equity in a company.

Who introduced double-entry?

The first known documentation of the double-entry system was first recorded in 1494 by Luca Pacioli, who is widely known today as the “Father of Accounting” because of the book he published that year detailing the concepts of the double-entry bookkeeping method.

It’s much easier to detect errors using a double-entry system than it is with a single-entry system. The double-entry accounting method is a system of bookkeeping that requires accountants to record every financial transaction twice, one time in each of two separate accounts. Double-entry bookkeeping is a hugely important concept that drives every accounting transaction in a company’s financial reporting. Business owners must understand this concept to manage their accounting process and to analyze financial results. Use this guide to review the double-entry bookkeeping system and post accounting transactions correctly. Now that we have talked about the double entry bookkeeping system, let’s move on to recording journal entries.

For Every Debit, There Must Be A Credit

Companies of all sizes use double-entry accounting to run their businesses. The total debits and credits must balance, meaning they have to account for the total dollar value of a transactions. A transaction for $1000 must be credited $1000 and debited $1000. The double-entry system of accounting or bookkeeping means that for every business transaction, amounts must be recorded in a minimum of two accounts. The double-entry system also requires that for all transactions, the amounts entered as debits must be equal to the amounts entered as credits. Every financial transaction gets recorded in two separate accounts, a debit to one account and a credit to another.

The founding father of the double entry system was a Franciscan monk called Luca Pacioli. He did not invent it, but in 1493 he wrote down the principles of the system being used by himself and others. Vinice had trade relations with different parts of the world through trade channels and the double-entry system was introduced in Great Britain and other parts of the world.

Pilot is not a public accounting firm and does not provide services that would require a license to practice public accountancy. In this discussion, we’ll explain double-entry and single-entry bookkeeping and give you the info you need to decide which one is right for your business. When you set up a new business, one of the first things you need to decide is which bookkeeping system to use — double-entry or single-entry.

Knowing the true cost of individual products and services, precisely, is crucial for product planning, pricing, and strategy. However, In some settings, traditional costing gives notoriously misleading estimates of these costs. As a resultl, many turn instead to Activity Based Costing for costing accuracy. Successful branding is why fashions by Georgio Armani bring to mind style, exclusiveness, desirability. Branding is why riding Harley Davidson motorcycles makes a statement about the owner’s lifestyle. Strong branding ultimately pays off in customer loyalty, competitive edge, and bankable brand equity. ROI has a sketchy reputation, no doubt, because many people misinterpret its message and few understand clearly which data go into the formula and which do not.

Accounting software can also typically integrate with bank and credit card accounts to automatically pull in information from those sources. And for business owners who use tax professionals, uploading data to tax systems when it comes time to file tax returns is much easier and less time-consuming than manual methods for both parties. For each transaction, the total debits recorded must equal the total credits recorded.a. For example, if a company pays $20 for a website domain, the cash account will decrease $20 and the advertising expenses account will increase $20. To illustrate double entry, let’s assume that a company borrows $10,000 from its bank. The company’s Cash account must be increased by $10,000 and a liability account must be increased by $10,000.

Double‐entry Bookkeeping

Under the double‐entry bookkeeping system, the full value of each transaction is recorded on the debit side of one or more accounts and also on the credit side of one or more accounts. Therefore, the combined debit balance of all accounts always equals the combined credit balance of all accounts. Double entry refers to a system of bookkeeping that, while quite simple to understand, is one of the most important foundational concepts in accounting.

His work has stood the test of time because the fundamental principles are timeless. If he was able to visit a modern accounts office, once computers had been explained to him he would recognize that his principles were still being applied. This article examines the origin of bookkeeping and the double-entry accounting system.

double entry accounting system

The theoretical value of the business that would be distributed to the owners after the assets were sold and the liabilities paid. The double-entry system protects your small business against costly accounting errors. We believe everyone should be able to make financial decisions with confidence. This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post. Bench assumes no liability for actions taken in reliance upon the information contained herein.

On December 1, 2020 Joe starts his business Direct Delivery, Inc. The first transaction that Joe will record for his company is his personal investment of $20,000 in exchange for 5,000 shares of Direct Delivery’s common stock. Direct Delivery’s accounting system will show an increase in its account Cash from zero to $20,000, and an increase in its stockholders’ equity account Common Stock by $20,000. There are no revenues because no delivery fees were earned by the company, and there were no expenses. Double-entry accounting is a system that requires two book entries — one debit and one credit — for every transaction within a business. Your books are balanced when the sum of each debit and its corresponding credit equals zero.

When you first start your small business, it’s possible you can get by using a single-entry system. Single-entry bookkeeping is very similar to personal bookkeeping, like keeping a checkbook. According to a recent Sage Research report, a majority of accountants feel there has been a cultural shift in accounting and that traditional methods are no longer enough to remain competitive.

Single-entry bookkeeping is characterized by the fact that only one entry is made for each transaction, just like in your check register. In one column, entries are recorded as a positive or negative amount. In single-entry bookkeeping, you can actually keep a two-column ledger, one column for revenue and one for expenses.

This review will help you understand what the software does and whether it’s right for you. Appointment Scheduling 10to8 10to8 is a cloud-based appointment scheduling software that simplifies and automates the process of scheduling, managing, and following up with appointments. Learn more about how you can improve payment processing at your business today. Because the double-entry system is more complete and transparent, anyone considering giving your business money will be a lot more likely to do so if you use this system.

This is why single-entry accounting isn’t sufficient for most businesses. The system might sound like double the work, but it paints a more complete picture of how money is moving through your business. And nowadays, accounting software manages a large portion of the process behind the scenes. Bench gives you a dedicated bookkeeper supported by a team of knowledgeable small business experts. We’re here to take the guesswork out of running your own business—for good. Your bookkeeping team imports bank statements, categorizes transactions, and prepares financial statements every month. Instead of ensuring that you’re meticulously recording every transaction twice, apps and software can automate this whole process.

So if you buy a new factory or if you buy some postage stamps, the appropriate accounts will be debited. Liabilities in the balance sheet and income in the profit and loss account are both credits.

At the end of the accounting period, just calculate the remaining balance. You also won’t need to invest in any bookkeeping software or services, as a simple Excel sheet is enough. You will note these transactions in a section of the business’s General Ledger. In a double-entry statement, you’ll see debits on the left-hand side and credits on the right. Unless you’re already well-versed in bookkeeping and financial management, it can be hard to know which one to choose for your business.

When you log into your bank account online, or receive your bank statement in the mail, you’ll see a list of all of your activity for the month. That activity includes things like the $5.50 you spent at the coffee shop during your breakfast meeting as well as the customer payment you deposited. If you’re a freelancer, sole entrepreneur, or contractor, chances are you’ve been using single-entry accounting, especially if you aren’t using accounting software.