Double Entry Definition

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Double Entry Accounting System Definition

Summary Income Statement And Balance Sheet

Single Entry Accounting Vs Double Entry Accounting System

Advantages And Disadvantages Of Double Entry Accounting

Medieval Origins, Complex Ruleswhy Choose Double

If you pay your rent via cheque, you will credit the bank account in that case. 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. Single-entry accounting involves writing down all of your business’s transactions (revenues, expenses, payroll, etc.) in a single ledger. If you’re a freelancer or sole proprietor, you might already be using this system right now.

You use the double-entry system to meet the source of the accounting equation, which states that the assets are identical to liabilities and owner’s equity.

On the contrary, the latter is about making two entries simultaneously to two different accounts and marking both the debit and credit sides.

This is different than single-entry accounting, in which only expenses and revenue are tracked.

These entries may occur in asset, liability, equity, expense, or revenue accounts.

The double-entry bookkeeping method is based on the idea that every business transaction has equal and opposite effects on at least two accounts.

Example transactions illustrating the nature of double-entry accounting. Under the double-entry system, revenues must always equal expenses. Simple tools to send invoices, track expenses and manage your business finances. You may still find that on occasion, your bookkeeping contains duplicate transactions or has missed transactions.

He is a CFA charterholder as well as holding FINRA Series 7, 55 & 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.

Double Entry System Of Accounting

As a result, the moral qualities of an accountant and other employees are upheld. Under this system, every debit for a certain amount of money will have corresponding credit for an equal amount. For this reason, this system maintains accounts of all parties relating to transactions. The double-entry system is a scientific, self-sufficient, and reliable system of accounting. Following some widely accepted characteristics or principles, the account is kept under this system. The financial reports created by a double entry system are extremely dependable for making decisions. Fra Luca Pacioli wrote the first book on the double entry system alongside his close friend Leonardo da Vinci.

Balance sheet extract with four contra asset line account entries for accumulated depreciation and allowance for doubtful accounts.highliging four Contra-asset account lines .

Cash-basis accounting uses the single-entry accounting method.

The following is a breakdown of what double entry accounting system is all about and vital things you need to understand about it.

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This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services. A bakery purchases a fleet of refrigerated delivery trucks on credit; the total credit purchase was $250,000. The new set of trucks will be used in business operations and will not be sold for at least 10 years—their estimated useful life. The order process, tax issue and invoicing to end user is conducted by Wondershare Technology Co., Ltd, which is the subsidiary of Wondershare group.

Double-entry accounting most appropriately handles balance sheet accounts that are typically required for activities like holding inventory, paying employees and complying with loan agreements. Well-designed user interfaces can simplify double-entry accounting for companies that have a long list of general ledger accounts. Let’s explore some real-world examples of double-entry accounting for common business transactions. Each scenario uses a typical journal entry style that lists the account names, debits on the left, credits on the right and a memo below.

Double Entry Accounting System Definition

Online, open source and free accounting software built with modern technologies. Every transaction entered in your journal involves a debit entry in one account and a credit entry in another. You should put the debit entry for a transaction on the left side of the general journal, while the credit entry will be on the right side of the journal. These questions will help you decide if a single-entry accounting method is suitable for you.

Using a double-entry system requires at least some level of formal training in accounting. The user must, for instance, have a solid grasp of concepts such as debit, credit, Chart of accounts, and the two Accounting equations. By contrast, just about anyone who can arrange numbers in a table and add and subtract, can set up and use a single-entry system. Double-Entry by Akaunting helps minimize errors and increases the chance of having balanced books.

Double-entry accounting is a method for booking journal entries to reflect financial activity by updating two or more accounts with equal and opposite debits and credits. 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. Single-entry accounting and double-entry accounting closely map to whether companies use cash-basis accounting vs. accrual accounting. As the name suggests, with cash-basis accounting, each entry consists of a debit or credit to a single account. Accounts receivable decreases while the cash account increases. Once again the credit and debit balance the asset side of the accounting equation.

Although it best fits small businesses, that doesn’t mean there aren’t advantages–simplicity is the most effective form of sophistication. If the accounting software can be used to generate a balance sheet without having to provide any information other than a date, it is a double-entry system. This Lack of information is why most businesses do not use single entry accounting. We are going to list both the advantages and disadvantages of a single entry accounting system.

Its financial records show prospective investors that your company has followed standard accounting practices. 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. Most companies today use accounting software, such as FreshBooks, Xero, or QuickBooks Online, and most accounting software uses a double-entry system. The debits and credits for each individual transaction should add up to zero. Since transactions are recorded in two accounts, both effects of the transaction are shown. This is different than single-entry accounting, in which only expenses and revenue are tracked.

Summary Income Statement And Balance Sheet

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. If you buy a lot of inventory on credit, i.e. accounts payable, these are the 2 accounts you are debiting and crediting when recording the transaction. Your inventory, an asset, increases, but it’s recorded as a debit. Your accounts payable increases by the same amount, but it’s considered a credit in this account.

This is always the case except for when a business transaction only affects one side of the accounting equation. For example, if a restaurant purchases a new delivery vehicle for cash, the cash account is decreased by the cash disbursement and increased by the receipt of the new vehicle. This transaction does not affect the liability orequity accounts, but it does affect two different assets accounts. Thus, assets are decreased and immediately increased resulting in a net effect of zero.

Single Entry Accounting Vs Double Entry Accounting System

A debit increases account balance in an Asset account, for instance, while a debit decreases account balance in a Revenue account. We’ll give you a load-down for those who do not know about single entry or double-entry accounting. If familiar but in a dilemma of which is best for your business, this will be a great read. Inventory Track your commerce business professionally and grow your business. Custom Fields Add custom fields to your forms with just a few clicks. Payroll Manage employee salaries, deductions and benefits effortlessly. CRM Increase your revenue with better customer relationships.

To illustrate double entry, let’s assume that a company borrows $10,000 from its bank.

However, a single entry accounting method is less trusted and not acceptable for tax computation by the authorities.

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If the answer is yes to any of the above, double-entry accounting is likely the best approach for your business.

Double entry system is the most advanced and useful form of maintaining accounting records and is extensively used by companies worldwide.

Sole proprietors and small partnership firms generally use the single-entry system of recording transactions. However, such an approach gives you enough time to take necessary corrective measures. A counter entry can be recorded in the books of accounts

//www.bookstime.com/articles/double-entry">double entry accounting if you make some transactions and make up for the losses incurred. For instance, when you pay the rent for your office space, the transaction would debit the rent account. As the rent is being paid in cash, the cash account will be credited.

He was simply the first to describe the accounting methods that were already common practice among merchants in Venice. Shareholders’ EquityShareholder’s equity is the residual interest of the shareholders in the company and is calculated as the difference between Assets and Liabilities. The Shareholders’ Equity Statement on the balance sheet details the change in the value of shareholder’s equity from the beginning to the end of an accounting period. For example, when people buy something, it becomes a debit from their pocket or bank account, but the product goes into their credit record as they receive it in return. Similarly, the shopkeeper records the amount on the credit side, and the product taken out of the inventory becomes a debit record.

Can provide valuable insight into a company’s financial health. Can’t produce much insight beyond a profit and loss statement. Many or all of the products featured here are from our partners who compensate us.

Advantages And Disadvantages Of Double Entry Accounting

The purpose is to tally both the accounts and balance the credit and the debit side. This accounting system helps organizations assess their overall performance in a financial year. The double-entry system of accounting or bookkeeping means that for every business transaction, amounts must be recorded in a minimum of two accounts.

Entries are described as a “debit” or a “credit,” that increases or decreases the balance of the account.

The financial position of the business on a certain date is evaluated or determined by listing assets and liabilities in a balance sheet.

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You just sold $1000 worth of wholesale products, on credit, to a customer.

Double-entry accounting is the only way to get an accurate view of your company’s finances.

The double entry bookkeeping was introduced between the 13th and 14th centuries, and one of its first mentions is found in Luca Pacioli’s book, published in 1494. He was well-known as the Father of Accounting, and he explained the double entry accounting method in detail to readers. Credits and debits in double entry cannot be underemphasized. The double entry system of accounting is critical in ensuring all errors have been detected and financial statements of the business prepared accurately. The double entry system is complex enough to require skilled and qualified employees to handle the whole process of maintaining accounting records.

Medieval Origins, Complex Ruleswhy Choose Double

Paying an electricity bill would be entered as a debit under utility expense and result in an increase in expense while a credit would be added to cash and result in a decrease in assets. Let’s look at the equation in the context of the aforementioned print ad example. The expense of the ad—a liability—led to a decrease in owner’s equity through the disbursement of cash to pay for the ad. All the expenses and losses incurred during your business must always be debited, while revenues and gains should be credited. A double-entry accounting system lays the groundwork for the preparation of significant financial statements.

For every debit, there will be one or more credit entries totaling the same amount. If the debited amount does not match the amount credited, there’s an error.

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width="254px" alt="what is double entry accounting system"/>

If you buy an asset, your cash account is debited the cost of the asset, while your asset accounts are credited by the cost of the asset—this is how the transaction is recorded twice. Double-entry accounting is the only way to get an accurate view of your company’s finances. Single-entry accounting records income and expenses alone, whereas double-entry accounting takes assets and liabilities into account, giving you a more complete balance sheet. Double-entry accounting is a way of recording bookkeeping transactions, where each transaction affects at least two accounts. In double-entry accounting, the debits must always equal the credits. This method helps you easily catch errors and ensures higher accuracy when balancing your books. A simpler version of accounting is single entry accounting, which is essentially a cash basis system that is run from a check book.

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Amanda Bellucco-Chatham is an editor, writer, and fact-checker with years of experience researching personal finance topics. Specialties include general financial planning, career development, lending, retirement, tax preparation, and credit. Over the past several centuries, double-entry accounting has been used. The first account

//www.bookstime.com/">https://www.bookstime.com/ of it appeared in Italy in 1494, in a book by Luca Pacioli. The financial reports and results generated by double entry system is reliable to great extent for decision making purpose. The first book on double entry system was written by an Italian mathematician Fra Luca Pacioli and his close friend Leonardo da Vinci.

Your Complete Guide To Double Entry Accounting

You use the double-entry system to meet the source of the accounting equation, which states that the assets are identical to liabilities and owner’s equity. There are multiple accounts used to write entries through the use of the double-entry system. You will explore all these significant accounts and where you record all these transactions as you work through this course. A double-entry system also serves to disclose information about the fiscal situation of a company, essential when making critical decisions regarding the future of a business. The double-entry bookkeeping system is commonly used in the accounting and business world to help companies keep track of financial transactions and inventory.

What Are Credits And Debits In Double

He example chart of accounts below is merely an extract from a more realistic “Chart of accounts,” and not a complete chart. This example shows the structure and general approach to account numbering and naming, but a real example—even for a small company—would list many more accounts. In each case above, incidentally, there is also involves an expense category account.These expense accounts appear on the Income statement, not the Balance sheet. In the first example, the expense account is “Bad debt expense” while in the second case, the account is “Depreciation expense for factory machinery.”

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What Many People Are Expressing About Russian Girls And What You Need To Do

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Your Complete Guide To Double Entry Accounting

What Are Credits And Debits In Double

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