Home » Bookkeeping articles » The Cheat Sheet For Debits And Credits

The Cheat Sheet For Debits And Credits

November 11, 2021
Bill Kimball
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" alt="debits and credits" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="728" height="546" /></p> <p>The easiest way for accounting professionals to see the results of each transaction is to create T-accounts. T-accounts are visuals that accounting professionals use to see how accounts are affected by the debits and credits of business transactions. Debits are recorded on the left side of the T-accounts, while credits are recorded on the right side of the T-accounts. When the total debits of a transaction is added to the total credits of the same transaction, the ending result should be zero. Adjusting journal entries are generally made to correct mistakes and make non-cash adjustments, such as depreciation.</p> </p> <p><img 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" alt="debits and credits" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="385" height="216" /></p> <p>They are the distribution of earnings to the owners that reduce equity. Revenues <a href="https://www.bookstime.com/articles/debits-and-credits">debits and credits</a> occur when a business sells a product or a service and receives assets.</p> </p> <p>Actual debit and credit transactions will be recorded in the general ledger, which accumulates all of the transactions, by account. T-accounts help both students and professionals understand accounting adjustments, which are then made with journal entries. The process of recording transactions with debits and credits is referred to as double entry accounting because there are always at least two accounts involved. The result of using double entry accounting ensures that every transaction is classified and recorded. Office supplies is an expense account on the income statement, so you would debit it for $750.</p> </p> <p>Credit refers to those which makes income or gain and increases the value of something. A sale of a product financed by the seller would be a credit to the Revenue account and a debit to the Accounts Receivable account. Equity is what is left over after subtracting all assets, and liability is how much is owed to other parties. For example, if you pay down your Accounts Payable account with $20,000 in cash , you&#8217;ll need to adjust both accounts. Familiarize yourself with the meaning of &#8220;debit&#8221; and &#8220;credit.&#8221; In bookkeeping, the words &#8220;debit&#8221; and &#8220;credit&#8221; have very distinct meanings and a close relationship.</p> </p> <p><h2>Examples Of Debits And Credits In Double</h2> </p> <p>If you fully understand the above, you will find it much easier to determine which accounts need to be debited and credited in your transactions. Modern accounting software helps us when it comes to Cash. When you enter a deposit, most software such as QuickBooks automatically debits Cash so you just need to choose which account should receive the credit. And when writing a check, the software automatically credits Cash, so you just need to select the account to receive the debit . To understand debits and credits, know that debits are expenses and losses and that credits are incomes and gains. You should also remember that they have to balance, meaning that if a debit is added to an account, then a credit is added to another account. To keep debits and credits in balance, keep a ledger with credits on one side and debits on the other.</p> </p> <p><img 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" alt="debits and credits" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="354" height="219" /></p> <p>Double entry is an accounting term stating that every financial transaction has equal and opposite effects in at least two different accounts. There are a few theories on the origin of the abbreviations used for debit and credit in accounting. To explain these theories, here is a brief introduction to the use of debits and credits, and how the technique of double-entry accounting, came to be. It can take time to learn which accounts to debit and which to credit, and it becomes more complex and businesses grow and transactions accumulate. Want to learn how software can help speed up the process of bookkeeping? $45Since our debit is now complemented with an equal credit, the transaction is balanced and will be reflected properly on financial statements in the future. After you have identified the two or more accounts involved in a business transaction, you must debit at least one account and credit at least one account.</p> </p> <p>Also, you can add a description below the journal entry to help explain the transaction. There are several accounting rules that must be followed when recording debits and credits on the financial statements of a business.</p> </p> <p><h2>Annual Accounts</h2> </p> <p>Dummies has always stood for taking on complex concepts and making them easy to understand. Dummies helps everyone be more knowledgeable and confident in applying what they know. Accounting Seed&#8217;s innovative software lets you run your entire back office in one environment by tapping into the power of the Salesforce platform. Utilize the full functionality of your existing Salesforce CRM or simply use Accounting Seed as a stand-alone product. Conversely, a vendor credit memo is used to forgive payment that is due to a supplier.</p> </p> <p>The most important concept to understand when dealing with debits and credits is the total amount of debits must equal the total amount of credits in every transaction. It is vital to balance each transaction in double-entry accounting in order to have a clear and accurate general ledger, financial statements, and look into the financial health of your business. This use of the terms can be counter-intuitive to people unfamiliar with bookkeeping concepts, who may always think of a credit as an increase and a debit as a decrease. This is because most people typically only see their personal bank accounts and billing statements (e.g., from a utility). A depositor&#8217;s bank account is actually a Liability to the bank, because the bank legally owes the money to the depositor.</p> </p> <p><h2>You Must Ccreate An Account To Continue Watching</h2> </p> <p>Refer to the chart below for the normal state (&ldquo;Debit&rdquo; for accounts normally carrying a debit balance, &ldquo;Credit&rdquo; for accounts normally carrying a credit balance) of the five main types of accounts. Again, you can read more about the different types of accounts on our blog here. As a business owner you must think of debits and credits from your company&rsquo;s perspective.</p> </p> <ul> <li>Each T-account is simply each account written as the visual representation of a &#8220;T. &#8221; For that account, each transaction is recorded as debit or credit.</li> <li>The credited account is listed on the second line, usually indented and the credited amount is recorded on the right-side of the register.</li> <li>For example, if you pay down your Accounts Payable account with $20,000 in cash , you&#8217;ll need to adjust both accounts.</li> <li>He shows up to keep records for the company owners, who are too busy with the operations of their business.</li> <li>Debit cards and credit cards are creative terms used by the banking industry to market and identify each card.</li> </ul> <p>To understand the actual value of sales, one must net the contras against sales, which gives rise to the term net sales . There is no upper limit to the number of accounts involved in a transaction &#8211; but the minimum is no less than two accounts. Thus, the use of debits and credits in a two-column transaction recording format is the most essential of all controls over accounting accuracy. For example, if you purchase office supplies with $500 cash, the Office Supplies account is debited by $500 and the Cash account is credited $500. If a business makes a payment to a creditor named ABC, the accounts payable account attached to ABC is debited and cash is credited. The debit column is always on the left of an accounting entry, while credit columns are always on the right. Debits increase expense accounts or asset accounts and decrease equity or liability.</p> </p> <p>The business&#8217;s Chart of Accounts helps the firm&#8217;s management determine which account is debited and which is credited for each financial transaction. There are five main accounts, at least two of which must be debited and credited in a financial transaction. Those accounts are the Asset, Liability, Shareholder&#8217;s Equity, Revenue, and Expense accounts along with their sub-accounts. Because the bank statement is stated from the bank&rsquo;s point of view. The money deposited into your checking account is a debit to you , but it is a credit to the bank because it is not their money. It is your money and the bank owes it back to you, so on their books, it is a liability. Kashoo offers a surprisingly sophisticated journal entry feature, which allows you to post any necessary journal entries.</p> </p> <p><h2>How Debits And Credits Work</h2> </p> <p>In addition, the amount of the debit must equal the amount of the credit. Most accounting and bookkeeping software, such as Intuit QuickBooks or Sage Accounting is marketed as easy to use. But if you don&#8217;t know some bookkeeping basics, you WILL make mistakes because you won&#8217;t know which account to debit and/or credit. If you never &#8220;kept books&#8221; manually, reading &#8220;debits always go on the left and credits always go on the right&#8221; makes no sense. Every business&rsquo;s financial statements should include financial accounts that record business transactions. These accounts are typically listed out and identified in a chart of accounts. Depending on the size of a business, there may be as few as thirty financial accounts, or if a company is quite large, there could be thousands of accounts.</p> </p> <p>Then, use the ledger to calculate the ending balance and update your balance sheet. Debits increase asset or expense accounts and decrease liability or equity. Credits do the opposite — decrease assets and expenses and increase liability and equity. If you&rsquo;ve purchased office supplies for £100 using cash, your expense account will be debited to reflect the increase in expenses. You&rsquo;ll then credit your cash account to reflect the outflow of cash for the purchase.</p> </p> <p>We&rsquo;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.</p> </p> <p><h2>Bookkeeping 101: Debits Vs Credits</h2> </p> <p>The information from the T-accounts is then transferred to make the accounting journal entry. They can be current liabilities, like accounts payable and accruals, or long-term liabilities, like bonds payable or mortgages payable. Now you make the accounting journal entry illustrated in Table 2.</p> </p> <div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"> <div itemProp="name"> <h3>What is the rule of debit and credit?</h3> </div> <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"> <div itemProp="text"> <p>Rules for Debit and Credit</p> <p> First: Debit what comes in, Credit what goes out. Second: Debit all expenses and losses, Credit all incomes and gains. Third: Debit the receiver, Credit the giver.</p> </div></div> </div> <p>In the general journal, where double-entry accounting is being used, debits are the first entry. The debited account is listed on the first line with the amount in the left-side of the register.</p> </p> <p><h2>Revenues</h2> </p> <p>He is a CFA charterholder as well as holding FINRA Series 7 &#038; 63 licenses. He currently researches and teaches at the Hebrew University in Jerusalem. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years.</p> </p> <p><h2>Borrowing From The Bank</h2> </p> <p>Bookkeepers and accountants use debits and credits to balance each recorded financial transaction for certain accounts on the company&#8217;s balance sheet and income statement. Debits and credits, used in a double-entry accounting system, allow the business to more easily balance its books at the end of each time period. The owner&#8217;s equity accounts are also on the right side of the balance sheet like the liability accounts. They are treated exactly the same as liability accounts when it comes to accounting journal entries. Working from the rules established in the debits and credits chart below, we used a debit to record the money paid by your customer. A debit is always used to increase the balance of an asset account, and the cash account is an asset account. Since we deposited funds in the amount of $250, we increased the balance in the cash account with a debit of $250.</p> </p> <p>We&rsquo;ve touched on key accounting terms &#038; concepts and the differences between bookkeeping and accounting. Below, we&rsquo;ll dive in to explain what debits and credits mean in accounting. Many business owners who are not familiar with accounting can quickly become confused about the difference between a debit or credit. To be fair, these concepts can take a bit of getting used to and practice will help ensure that this becomes a habit for those who are not accountants by profession. A. Revenue Account &#8211; A credit (111.11-) to a revenue account created by a budget revision is increasing the plan for revenue. A debit (111.11) revision to a revenue account decreases the planned revenue. A. Revenue Account &#8211; A credit (111.11-) is increasing the revenues actual amount .</p> </p> <p>You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Adam Hayes is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. 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.</p> "

debits and credits

The easiest way for accounting professionals to see the results of each transaction is to create T-accounts. T-accounts are visuals that accounting professionals use to see how accounts are affected by the debits and credits of business transactions. Debits are recorded on the left side of the T-accounts, while credits are recorded on the right side of the T-accounts. When the total debits of a transaction is added to the total credits of the same transaction, the ending result should be zero. Adjusting journal entries are generally made to correct mistakes and make non-cash adjustments, such as depreciation.

debits and credits

They are the distribution of earnings to the owners that reduce equity. Revenues debits and credits occur when a business sells a product or a service and receives assets.

Actual debit and credit transactions will be recorded in the general ledger, which accumulates all of the transactions, by account. T-accounts help both students and professionals understand accounting adjustments, which are then made with journal entries. The process of recording transactions with debits and credits is referred to as double entry accounting because there are always at least two accounts involved. The result of using double entry accounting ensures that every transaction is classified and recorded. Office supplies is an expense account on the income statement, so you would debit it for $750.

Credit refers to those which makes income or gain and increases the value of something. A sale of a product financed by the seller would be a credit to the Revenue account and a debit to the Accounts Receivable account. Equity is what is left over after subtracting all assets, and liability is how much is owed to other parties. For example, if you pay down your Accounts Payable account with $20,000 in cash , you’ll need to adjust both accounts. Familiarize yourself with the meaning of “debit” and “credit.” In bookkeeping, the words “debit” and “credit” have very distinct meanings and a close relationship.

Examples Of Debits And Credits In Double

If you fully understand the above, you will find it much easier to determine which accounts need to be debited and credited in your transactions. Modern accounting software helps us when it comes to Cash. When you enter a deposit, most software such as QuickBooks automatically debits Cash so you just need to choose which account should receive the credit. And when writing a check, the software automatically credits Cash, so you just need to select the account to receive the debit . To understand debits and credits, know that debits are expenses and losses and that credits are incomes and gains. You should also remember that they have to balance, meaning that if a debit is added to an account, then a credit is added to another account. To keep debits and credits in balance, keep a ledger with credits on one side and debits on the other.

debits and credits

Double entry is an accounting term stating that every financial transaction has equal and opposite effects in at least two different accounts. There are a few theories on the origin of the abbreviations used for debit and credit in accounting. To explain these theories, here is a brief introduction to the use of debits and credits, and how the technique of double-entry accounting, came to be. It can take time to learn which accounts to debit and which to credit, and it becomes more complex and businesses grow and transactions accumulate. Want to learn how software can help speed up the process of bookkeeping? $45Since our debit is now complemented with an equal credit, the transaction is balanced and will be reflected properly on financial statements in the future. After you have identified the two or more accounts involved in a business transaction, you must debit at least one account and credit at least one account.

Also, you can add a description below the journal entry to help explain the transaction. There are several accounting rules that must be followed when recording debits and credits on the financial statements of a business.

Annual Accounts

Dummies has always stood for taking on complex concepts and making them easy to understand. Dummies helps everyone be more knowledgeable and confident in applying what they know. Accounting Seed’s innovative software lets you run your entire back office in one environment by tapping into the power of the Salesforce platform. Utilize the full functionality of your existing Salesforce CRM or simply use Accounting Seed as a stand-alone product. Conversely, a vendor credit memo is used to forgive payment that is due to a supplier.

The most important concept to understand when dealing with debits and credits is the total amount of debits must equal the total amount of credits in every transaction. It is vital to balance each transaction in double-entry accounting in order to have a clear and accurate general ledger, financial statements, and look into the financial health of your business. This use of the terms can be counter-intuitive to people unfamiliar with bookkeeping concepts, who may always think of a credit as an increase and a debit as a decrease. This is because most people typically only see their personal bank accounts and billing statements (e.g., from a utility). A depositor’s bank account is actually a Liability to the bank, because the bank legally owes the money to the depositor.

You Must Ccreate An Account To Continue Watching

Refer to the chart below for the normal state (“Debit” for accounts normally carrying a debit balance, “Credit” for accounts normally carrying a credit balance) of the five main types of accounts. Again, you can read more about the different types of accounts on our blog here. As a business owner you must think of debits and credits from your company’s perspective.

  • Each T-account is simply each account written as the visual representation of a “T. ” For that account, each transaction is recorded as debit or credit.
  • The credited account is listed on the second line, usually indented and the credited amount is recorded on the right-side of the register.
  • For example, if you pay down your Accounts Payable account with $20,000 in cash , you’ll need to adjust both accounts.
  • He shows up to keep records for the company owners, who are too busy with the operations of their business.
  • Debit cards and credit cards are creative terms used by the banking industry to market and identify each card.

To understand the actual value of sales, one must net the contras against sales, which gives rise to the term net sales . There is no upper limit to the number of accounts involved in a transaction – but the minimum is no less than two accounts. Thus, the use of debits and credits in a two-column transaction recording format is the most essential of all controls over accounting accuracy. For example, if you purchase office supplies with $500 cash, the Office Supplies account is debited by $500 and the Cash account is credited $500. If a business makes a payment to a creditor named ABC, the accounts payable account attached to ABC is debited and cash is credited. The debit column is always on the left of an accounting entry, while credit columns are always on the right. Debits increase expense accounts or asset accounts and decrease equity or liability.

The business’s Chart of Accounts helps the firm’s management determine which account is debited and which is credited for each financial transaction. There are five main accounts, at least two of which must be debited and credited in a financial transaction. Those accounts are the Asset, Liability, Shareholder’s Equity, Revenue, and Expense accounts along with their sub-accounts. Because the bank statement is stated from the bank’s point of view. The money deposited into your checking account is a debit to you , but it is a credit to the bank because it is not their money. It is your money and the bank owes it back to you, so on their books, it is a liability. Kashoo offers a surprisingly sophisticated journal entry feature, which allows you to post any necessary journal entries.

How Debits And Credits Work

In addition, the amount of the debit must equal the amount of the credit. Most accounting and bookkeeping software, such as Intuit QuickBooks or Sage Accounting is marketed as easy to use. But if you don’t know some bookkeeping basics, you WILL make mistakes because you won’t know which account to debit and/or credit. If you never “kept books” manually, reading “debits always go on the left and credits always go on the right” makes no sense. Every business’s financial statements should include financial accounts that record business transactions. These accounts are typically listed out and identified in a chart of accounts. Depending on the size of a business, there may be as few as thirty financial accounts, or if a company is quite large, there could be thousands of accounts.

Then, use the ledger to calculate the ending balance and update your balance sheet. Debits increase asset or expense accounts and decrease liability or equity. Credits do the opposite — decrease assets and expenses and increase liability and equity. If you’ve purchased office supplies for £100 using cash, your expense account will be debited to reflect the increase in expenses. You’ll then credit your cash account to reflect the outflow of cash for the purchase.

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.

Bookkeeping 101: Debits Vs Credits

The information from the T-accounts is then transferred to make the accounting journal entry. They can be current liabilities, like accounts payable and accruals, or long-term liabilities, like bonds payable or mortgages payable. Now you make the accounting journal entry illustrated in Table 2.

What is the rule of debit and credit?

Rules for Debit and Credit

First: Debit what comes in, Credit what goes out. Second: Debit all expenses and losses, Credit all incomes and gains. Third: Debit the receiver, Credit the giver.

In the general journal, where double-entry accounting is being used, debits are the first entry. The debited account is listed on the first line with the amount in the left-side of the register.

Revenues

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. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years.

Borrowing From The Bank

Bookkeepers and accountants use debits and credits to balance each recorded financial transaction for certain accounts on the company’s balance sheet and income statement. Debits and credits, used in a double-entry accounting system, allow the business to more easily balance its books at the end of each time period. The owner’s equity accounts are also on the right side of the balance sheet like the liability accounts. They are treated exactly the same as liability accounts when it comes to accounting journal entries. Working from the rules established in the debits and credits chart below, we used a debit to record the money paid by your customer. A debit is always used to increase the balance of an asset account, and the cash account is an asset account. Since we deposited funds in the amount of $250, we increased the balance in the cash account with a debit of $250.

We’ve touched on key accounting terms & concepts and the differences between bookkeeping and accounting. Below, we’ll dive in to explain what debits and credits mean in accounting. Many business owners who are not familiar with accounting can quickly become confused about the difference between a debit or credit. To be fair, these concepts can take a bit of getting used to and practice will help ensure that this becomes a habit for those who are not accountants by profession. A. Revenue Account – A credit (111.11-) to a revenue account created by a budget revision is increasing the plan for revenue. A debit (111.11) revision to a revenue account decreases the planned revenue. A. Revenue Account – A credit (111.11-) is increasing the revenues actual amount .

You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Adam Hayes is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. 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.