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Double Entry Bookkeeping System

November 22, 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>But as long-distance trade grew and the first joint stock companies were invented, accounting for transactions became increasingly complicated. Simple ledgers became so voluminous that they weren’t capable of tracking such sophisticated financial transactions – or providing any assurance to users that the records were accurate. With double-entry in accounting, record two or more entries for every transaction. Your general ledger is a record that sorts and summarizes your business transactions. You can use your general ledger to see where money is coming from and where it is going.</p> <p>The purpose of double-entry bookkeeping is to create a set of financial statements based on the trial balance. The profit and loss statement shows the revenue, costs, and profit/loss for a certain period. The balance sheet shows the assets, liabilities, and equity of a company for all time. Double-entry bookkeeping is an accounting system that rules that for every entry into one account, an equal entry must be made in another account. Said to date back to the 11th century, double-entry bookkeeping maintains that there must be an equal debit for every credit a company records in its accounting system. These transactions are recorded in a company&#8217;s general ledger, in individual nominal codes.</p> <p>Even if you use accounting software, there could be errors recorded in your bookkeeping. Sometimes, automated bank feeds either miss transactions or duplicate them. To prevent this from happening, you should complete a process called account reconciliation on a regular basis to keep your books accurate. That means you match every transaction in your accounting software to its corresponding bank statement. Liabilities and equity affect assets and vice versa, so as one side of the equation changes, the other side does, too.</p> <p>It’s still considered single-entry because there is just one line for each transaction. Single-entry bookkeeping is probably only going to work for you if your business is very small and simple, with a low volume of activity. You keep a record of transactions like cash, tax-deductible expenses, and taxable income when you use single-entry bookkeeping. However, businesses have to keep a detailed accounting of their financial transactions. The survival of the business depends on the owner’s ability to establish good accounting practices.</p> <div> <div> <h2>What is double accounting in Excel?</h2> </div> <div> <div> <p>The standard double underline adds two lines to the bottom of all contents in a cell, while the double accounting underline adds two lines to all contents of a cell except currency symbols.</p> </div> </div> </div> <p>When closing the books at the end of each accounting period, the net account totals in the double-entry accounting system are used to create the company’s trial and final balance. The final adjusted balances flow into financial statement line items. Accounting software can automate the integration and process flow necessary to do this.</p> <h2>Double Entry System Of Accounting</h2> <p>It also reduces transparency and accuracy of financial management. If it sounds a lot simpler than double-entry, that’s because it is. In a single-entry system, you record all transactions in one log.</p> <p>The term bookkeeping refers to a business’s record-keeping process. A bookkeeper reviews source documents — like receipts, invoices and bank statements — and uses those documents to post accounting transactions. If a business ships a product to a customer, for example, the bookkeeper will use the customer invoice to record revenue for the sale and to post an accounts receivable entry for the amount owed. Debits and credits are equal but opposite entries in your accounting books. If a debit decreases an account, you will increase the opposite account with a credit.</p> <p>In fact, businesses running off single-entry only record the date, amount, and name of each transaction. The only stipulation is that the transaction log must contain enough information for tax reporting purposes. The total number of debits and credits can be different in a particular journal entry.</p> <ul> <li>In other words, overall debits must always equal overall credits.</li> <li>Some research credits the Jewish traders who acted as intermediaries between Muslim and Roman Empires in early medieval times.</li> <li>One key reason is that it is the only bookkeeping method that complies with U.S.</li> <li>The accounting cycle begins with transactions and ends with completed financial statements.</li> </ul> <p>The offsetting debit and credit transactions might look appear as follows in the bookkeeper&#8217;s journal. A debit increases account balance in an Asset account, for instance, while a debit decreases account balance in a Revenue account.</p> <p>However, T- accounts are also used by more experienced professionals as well, as it gives a visual depiction of the movement of figures from one account to another. The best way to plan for a career in accounting and finance is to get a full picture of your options. Some research credits the Jewish traders who acted as intermediaries between Muslim and Roman Empires in early medieval times. However, <a href="https://www.bookstime.com/articles/double-entry">double entry accounting</a> others believe the double-entry accounting was developed much earlier in Korea during the Goryeo dynasty (918 – 1392). The 15th century Franciscan Friar Luca Pacioli is often credited with being the first to write about modern accounting methods like double-entry accounting. He was simply the first to describe the accounting methods that were already common practice among merchants in Venice.</p> <h2>Accounts</h2> <p>David has helped thousands of clients improve their accounting and financial systems, create budgets, and minimize their taxes. When you start a small business, one of your first financial decisions has to be whether you are going to use single or double-entry bookkeeping. If finance isn&#8217;t your strong point, you&#8217;re likely not looking forward to dealing with the accounting side of the business. Because the data remains connected to all the associated companies, the chances of a mistake or misunderstanding between two parties- are reduced. As a result, data entry is more accurate and less prone to errors and omissions. Integrity, auditing, and transparency are just a few of the advantages of a 3E accounting system.</p> <p>Say you sell an item to a customer and the customer pays you in cash. A debit is an entry made on the left side of an account while a credit is an entry on the right side. You can also divide the major accounts in accounting into different sub-accounts. For example, you might use Petty Cash, Payroll Expense, and Inventory accounts to further organize your accounting records. Modified cash-basis and accrual accounting both use double-entry bookkeeping.</p> <p>Equity is the owner’s stake, including owner contributions into the company. Imagine, for example, that you sold all of your assets for cash and used the cash to pay off all your liabilities. The DEAD rule is a simple mnemonic that helps us easily remember that we should always Debit Expenses, Assets, and Dividend accounts, respectively.</p> <h2>Double Entry</h2> <p>To illustrate, let’s say you deposit a $1,000 check from a customer into your bank account. Sometimes, people show double-entry accounting as a T-account, which is a visual representation of the effect a transaction has on the accounts involved. Double-entry bookkeeping is an accounting method where you equally record a transaction in two or more accounts. A credit is made in at least one account, and a debit is made in at least one other account.</p> <p><img 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" alt="double entry accounting system" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="374" height="259" /></p> <p>With a general ledger, you can also see the amount of cash you have on hand and how much debt your business has. Recording transactions and keeping financial records are an essential part of owning a business. One way you can keep track of your finances is by using double-entry accounting.</p> <h2>Debits And Credits Impact Different Account Categories Differently</h2> <p>After all your bank statement is credited when money is paid into your bank account. But look at it from the bank’s point of view, and it is the bank that issues the statement. The bank’s records are a mirror image of your records, so credit for the bank is a debit for you, and vice versa. This system is named the double-entry system because every transaction has two aspects and both are recorded under this system. Every transaction involves two aspects one aspect involves the receiving of benefit and other of giving benefit. The account which receives the benefit is debited and the account which gives benefit is credited.</p> <p>Increase an asset account, or decrease a liability account or equity account (such as owner’s equity). In this case, the asset that has increased in value is your Inventory. Because you bought the inventory on credit, your accounts payable account also increases by $10,000. Bookkeeping and accounting are ways of measuring, recording, and communicating a firm&#8217;s financial information.</p> <p>In the same way, Account 163, Factory Manufacturing equipment carries the value of these assets at historical cost—the actual cost of acquiring these assets. This value will not decrease as long as the company owns the assets.</p> <h2>Relationship Between Revenue &amp; Retained Earning</h2> <p>The sum of every debit and its corresponding credit should always be zero. It does not track accounts like inventory, accounts payable, and accounts receivable. You can use single-entry bookkeeping to calculate net income, but you can’t use it to develop a balance sheet and track the asset and liability accounts. Transactions are a single entry, rather than a debit and credit made to a set of books like in double-entry bookkeeping. A company’s financial statements display a treasure trove of performance data, including accomplishments with lasting significance from an operational perspective.</p> <p><img 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" alt="double entry accounting system" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="380" height="282" /></p> <p>The firm could, for instance, credit $100,000 to another asset account, reducing that account balance by $100,000. Debits and Credits have different impacts in different account categories.</p> <h2>What Is A Double Entry System Of Accounting?</h2> <p>If you were using single-entry accounting, you would simply reduce your bank account balance by $500. Using this system reduces errors and makes it easier to produce accurate financial statements. By using double-entry accounting, you can be sure all of your transactions are following the rules of the accounting equation. The following chart summarizes the impact of debits and credits for each of the five types of accounts. Make sure every transaction has two components in accordance with the accounting equation. Double-entry accounting is also the foundation for accrual-basis accounting. Most companies adhere to this accounting method because it provides a more accurate picture of their financial health.</p> <p>When it comes to virtual currency and blockchain-based, double-entry is one of the most crucial accounting systems today, but it’s also one of the least reliable. We have already seen how this works in relation to the insurance premium payment of $5,000, but it is not always so straightforward. A batch of postings may include a large number of debits and credits, but the total of the debits must always equal the total of credits. As an example, consider the entries resulting from an approved expense claim. The amounts are large, so perhaps the expenses were incurred by a senior manager or just possibly a journalist. Again, because it was decided a long time ago and that’s the way it is. The rule may be hard to grasp and it is probably the opposite of what you would instinctively expect.</p> <p>Double-entry bookkeeping is usually done using accounting software. Software lets a business create custom accounts, like a “technology expense” account to record purchases of computers, printers, cell phones etc. You can also connect your business bank account to make recording transactions easier.</p> "

double entry accounting system

But as long-distance trade grew and the first joint stock companies were invented, accounting for transactions became increasingly complicated. Simple ledgers became so voluminous that they weren’t capable of tracking such sophisticated financial transactions – or providing any assurance to users that the records were accurate. With double-entry in accounting, record two or more entries for every transaction. Your general ledger is a record that sorts and summarizes your business transactions. You can use your general ledger to see where money is coming from and where it is going.

The purpose of double-entry bookkeeping is to create a set of financial statements based on the trial balance. The profit and loss statement shows the revenue, costs, and profit/loss for a certain period. The balance sheet shows the assets, liabilities, and equity of a company for all time. Double-entry bookkeeping is an accounting system that rules that for every entry into one account, an equal entry must be made in another account. Said to date back to the 11th century, double-entry bookkeeping maintains that there must be an equal debit for every credit a company records in its accounting system. These transactions are recorded in a company’s general ledger, in individual nominal codes.

Even if you use accounting software, there could be errors recorded in your bookkeeping. Sometimes, automated bank feeds either miss transactions or duplicate them. To prevent this from happening, you should complete a process called account reconciliation on a regular basis to keep your books accurate. That means you match every transaction in your accounting software to its corresponding bank statement. Liabilities and equity affect assets and vice versa, so as one side of the equation changes, the other side does, too.

It’s still considered single-entry because there is just one line for each transaction. Single-entry bookkeeping is probably only going to work for you if your business is very small and simple, with a low volume of activity. You keep a record of transactions like cash, tax-deductible expenses, and taxable income when you use single-entry bookkeeping. However, businesses have to keep a detailed accounting of their financial transactions. The survival of the business depends on the owner’s ability to establish good accounting practices.

What is double accounting in Excel?

The standard double underline adds two lines to the bottom of all contents in a cell, while the double accounting underline adds two lines to all contents of a cell except currency symbols.

When closing the books at the end of each accounting period, the net account totals in the double-entry accounting system are used to create the company’s trial and final balance. The final adjusted balances flow into financial statement line items. Accounting software can automate the integration and process flow necessary to do this.

Double Entry System Of Accounting

It also reduces transparency and accuracy of financial management. If it sounds a lot simpler than double-entry, that’s because it is. In a single-entry system, you record all transactions in one log.

The term bookkeeping refers to a business’s record-keeping process. A bookkeeper reviews source documents — like receipts, invoices and bank statements — and uses those documents to post accounting transactions. If a business ships a product to a customer, for example, the bookkeeper will use the customer invoice to record revenue for the sale and to post an accounts receivable entry for the amount owed. Debits and credits are equal but opposite entries in your accounting books. If a debit decreases an account, you will increase the opposite account with a credit.

In fact, businesses running off single-entry only record the date, amount, and name of each transaction. The only stipulation is that the transaction log must contain enough information for tax reporting purposes. The total number of debits and credits can be different in a particular journal entry.

  • In other words, overall debits must always equal overall credits.
  • Some research credits the Jewish traders who acted as intermediaries between Muslim and Roman Empires in early medieval times.
  • One key reason is that it is the only bookkeeping method that complies with U.S.
  • The accounting cycle begins with transactions and ends with completed financial statements.

The offsetting debit and credit transactions might look appear as follows in the bookkeeper’s journal. A debit increases account balance in an Asset account, for instance, while a debit decreases account balance in a Revenue account.

However, T- accounts are also used by more experienced professionals as well, as it gives a visual depiction of the movement of figures from one account to another. The best way to plan for a career in accounting and finance is to get a full picture of your options. Some research credits the Jewish traders who acted as intermediaries between Muslim and Roman Empires in early medieval times. However, double entry accounting others believe the double-entry accounting was developed much earlier in Korea during the Goryeo dynasty (918 – 1392). The 15th century Franciscan Friar Luca Pacioli is often credited with being the first to write about modern accounting methods like double-entry accounting. He was simply the first to describe the accounting methods that were already common practice among merchants in Venice.

Accounts

David has helped thousands of clients improve their accounting and financial systems, create budgets, and minimize their taxes. When you start a small business, one of your first financial decisions has to be whether you are going to use single or double-entry bookkeeping. If finance isn’t your strong point, you’re likely not looking forward to dealing with the accounting side of the business. Because the data remains connected to all the associated companies, the chances of a mistake or misunderstanding between two parties- are reduced. As a result, data entry is more accurate and less prone to errors and omissions. Integrity, auditing, and transparency are just a few of the advantages of a 3E accounting system.

Say you sell an item to a customer and the customer pays you in cash. A debit is an entry made on the left side of an account while a credit is an entry on the right side. You can also divide the major accounts in accounting into different sub-accounts. For example, you might use Petty Cash, Payroll Expense, and Inventory accounts to further organize your accounting records. Modified cash-basis and accrual accounting both use double-entry bookkeeping.

Equity is the owner’s stake, including owner contributions into the company. Imagine, for example, that you sold all of your assets for cash and used the cash to pay off all your liabilities. The DEAD rule is a simple mnemonic that helps us easily remember that we should always Debit Expenses, Assets, and Dividend accounts, respectively.

Double Entry

To illustrate, let’s say you deposit a $1,000 check from a customer into your bank account. Sometimes, people show double-entry accounting as a T-account, which is a visual representation of the effect a transaction has on the accounts involved. Double-entry bookkeeping is an accounting method where you equally record a transaction in two or more accounts. A credit is made in at least one account, and a debit is made in at least one other account.

double entry accounting system

With a general ledger, you can also see the amount of cash you have on hand and how much debt your business has. Recording transactions and keeping financial records are an essential part of owning a business. One way you can keep track of your finances is by using double-entry accounting.

Debits And Credits Impact Different Account Categories Differently

After all your bank statement is credited when money is paid into your bank account. But look at it from the bank’s point of view, and it is the bank that issues the statement. The bank’s records are a mirror image of your records, so credit for the bank is a debit for you, and vice versa. This system is named the double-entry system because every transaction has two aspects and both are recorded under this system. Every transaction involves two aspects one aspect involves the receiving of benefit and other of giving benefit. The account which receives the benefit is debited and the account which gives benefit is credited.

Increase an asset account, or decrease a liability account or equity account (such as owner’s equity). In this case, the asset that has increased in value is your Inventory. Because you bought the inventory on credit, your accounts payable account also increases by $10,000. Bookkeeping and accounting are ways of measuring, recording, and communicating a firm’s financial information.

In the same way, Account 163, Factory Manufacturing equipment carries the value of these assets at historical cost—the actual cost of acquiring these assets. This value will not decrease as long as the company owns the assets.

Relationship Between Revenue & Retained Earning

The sum of every debit and its corresponding credit should always be zero. It does not track accounts like inventory, accounts payable, and accounts receivable. You can use single-entry bookkeeping to calculate net income, but you can’t use it to develop a balance sheet and track the asset and liability accounts. Transactions are a single entry, rather than a debit and credit made to a set of books like in double-entry bookkeeping. A company’s financial statements display a treasure trove of performance data, including accomplishments with lasting significance from an operational perspective.

double entry accounting system

The firm could, for instance, credit $100,000 to another asset account, reducing that account balance by $100,000. Debits and Credits have different impacts in different account categories.

What Is A Double Entry System Of Accounting?

If you were using single-entry accounting, you would simply reduce your bank account balance by $500. Using this system reduces errors and makes it easier to produce accurate financial statements. By using double-entry accounting, you can be sure all of your transactions are following the rules of the accounting equation. The following chart summarizes the impact of debits and credits for each of the five types of accounts. Make sure every transaction has two components in accordance with the accounting equation. Double-entry accounting is also the foundation for accrual-basis accounting. Most companies adhere to this accounting method because it provides a more accurate picture of their financial health.

When it comes to virtual currency and blockchain-based, double-entry is one of the most crucial accounting systems today, but it’s also one of the least reliable. We have already seen how this works in relation to the insurance premium payment of $5,000, but it is not always so straightforward. A batch of postings may include a large number of debits and credits, but the total of the debits must always equal the total of credits. As an example, consider the entries resulting from an approved expense claim. The amounts are large, so perhaps the expenses were incurred by a senior manager or just possibly a journalist. Again, because it was decided a long time ago and that’s the way it is. The rule may be hard to grasp and it is probably the opposite of what you would instinctively expect.

Double-entry bookkeeping is usually done using accounting software. Software lets a business create custom accounts, like a “technology expense” account to record purchases of computers, printers, cell phones etc. You can also connect your business bank account to make recording transactions easier.