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)
As an added benefit, if you need cash from an ATM, you can generally get it for free using your debit card at ATMs affiliated with your bank. A negative balance will usually sit in an account for at least 60 to 90 days before the bank may decide to refund the money via check or cash deposit into a linked account. Because the card issuer owes the cardholder, there won’t be a monthly payment required or danger of accruing interest.
In accounting software, the transactions will instead typically be recorded in subledgers or modules. Notice I said that all “normal” accounts above behave that way. Contra accounts are accounts that have an opposite debit or credit balance. For instance, a contra asset account has a credit balance and a contra equity account has a debit balance. For example, accumulated depreciation is a contra asset account that reduces a fixed asset account. There are several different types of accounts in an accounting system. Each account is assigned either a debit balance or credit balance based on which side of the accounting equation it falls.
Understanding debits and credits is a critical part of every reliable accounting system. However, when learning how to post business transactions, it can be confusing to tell the difference between debit vs. credit accounting. While there are two debit entries and only one credit entry, the total dollar amount of debits and credits are equal, which means the transaction is in balance. If revenues exceed expenses then net income is positive and a credit balance. If expenses exceed revenues, then net income is negative and has a debit balance. All accounts must first be classified as one of the five types of accounts .
Pros Of Using Credit
Debits and credits are bookkeeping entries that balance each other out. Consider that for accounting https://accountingcoaching.online/ purposes, every transaction must be exchanged for something else of the exact same value.
A general ledger is a set of numbered accounts a business uses to keep track of its financial transactions and to prepare financial reports. Each account is a unique record summarizing a specific type of asset, liability, equity, revenue or expense. A chart of accounts lists all of the accounts in the general ledger. To have a positive debit account means your assets have increased or your liabilities have decreased. However, keep in mind that for every debit transaction, an equal credit entry is entered in your ledger in order to have a balance. Credits are outstanding amounts that are due to creditors by debtors.
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You set up filters to preauthorize debits and credits online. — Now let’s assume that Bob’s Furniture didn’t purchase the truck at all. It couldn’t afford to buy a new one, so Bob just contributed his personal truck to the company. In this case, Bob’s vehicle account would still increase, but his cash and liabilities would stay the same. Bob’s equity account would increase because he contributed the truck. — Now let’s take the same example as above except let’s assume Bob paid for the truck by taking out a loan. Bob’s vehicle account would still increase by $5,000, but his cash would not decrease because he is paying with a loan.
There are generally no tax implications for full balance DMPs. Review the dates that automatic payments are withdrawn compared to the dates you are paid. Make adjustments to automatic withdrawal dates if necessary. If you’re charged an overdraft or NSF fee, contact your bank and ask them to waive it.
When Should I Use Credit Instead Of Debit?
From the bank’s point of view, when a debit card is used to pay a merchant, the payment causes a decrease in the amount of money the bank owes to the cardholder. From the bank’s point of view, your debit card account is the bank’s liability. From the bank’s point of view, when a credit card is used to pay a merchant, the payment causes an increase in the amount of money the bank is owed by the cardholder. From the bank’s point of view, your credit card account is the bank’s asset.
- Tim is a Certified QuickBooks Time Pro, QuickBooks ProAdvisor for both the Online and Desktop products, as well as a CPA with 25 years of experience.
- In contrast, you have to apply for a credit card separately, and some cards are limited to people with high credit scores.
- For example, asset accounts have a debit balance, so debits increase them and credits decrease them.
- For placement, a debit is always positioned on the left side of an entry .
- If you will notice, debit accounts are always shown on the left side of the accounting equation while credit accounts are shown on the right side.
- Debiting is a formal accounting and bookkeeping practice that originated from the Latin term ‘debere’ meaning to owe.
These fees are often pretty steep and will add up quickly if you have to pay multiple times. When you shop online or in person, a credit card protects you in several ways that a debit card can’t . The key is to pay off the card’s balance completely every month to avoid finance charges. If a large negative balance exists—say, $1,000 or more—the cardholder can request a refund from the credit card company via check or direct deposit. Though it often makes more sense for larger balances, having a larger negative balance is not required to request a refund. Frequent card users will likely zero a negative balance within a short period of time, meaning there may not be a long-term effect on their credit utilization rate .
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Intraday – Balances that are updated intraday reflect trade executions and money movement into and out of your account during the day. A company may opt to store its general ledger using blockchain technology, which can prevent fraudulent accounting transactions and preserve the ledger’s data integrity. Essentially, accountants use a T-shaped entry system, which is a single page that’s divided into two halves. The left side contains debit transactions, while the right-hand side contains the credit transactions. In their abbreviated forms, “debit” is abbreviated to “dr” while “credit” to “cr”. They both have an opposite resulting effect, increase in one leads to a decrease in the other.
![Why is a debit a positive?](image/jpeg;base64,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)
This method is used in the United Kingdom, where it is simply known as the Traditional approach. For this transaction, he records a debit to his cash account (under “Assets”) of $1000.
Expenses are the result of a company spending money, which reduces owners’ equity. The reason for the apparent inconsistency when comparing everyday language to accounting language is that from the bank customer’s perspective, a checking account is an asset account. From the bank’s perspective, the customer’s account appears on the balance sheet as a liability account, and a liability account’s balance is increased by crediting it. In common use, we use the terminology from the perspective of the bank’s books, hence the apparent inconsistency. 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.
Use Of Debit And Credit In Accounting
An account’s assigned normal balance is on the side where increases go because the increases in any account are usually greater than the decreases. Therefore, asset, expense, and owner’s drawing accounts normally have debit balances. Liability, revenue, and owner’s capital accounts normally have credit balances. For example, if our bank credits our checking account, money is added to it and the balance increases.
The debit balance refers to the balance that remains after one or a series of bookkeeping entries. This amount represents an asset or an expense of the entity. A debit balance is the remaining principal amount of debt owed to a lender by the borrower. If the borrower is repaying the debt with regular installment payments, then the debit balance should gradually decline over time.
- If the cardholder has already paid off any of the card’s balance, the refunded amount may cause a negative balance on the next statement.
- This is the minimum equity balance that is required on an ongoing basis.
- Likewise, in the liability account below, the X in the credit column denotes the increasing effect on the liability account balance , because a credit to a liability account is an increase.
- The offers that appear in this table are from partnerships from which Investopedia receives compensation.
Purchases, cash advances and balance transfers add up to a monthly statement balance. In some situations, a cardholder may find a negative balance, meaning the credit card company owes money to the cardholder. This extra credit shows up with a minus symbol in front of the dollar amount (e.g. -$500).
Credits are not seen as favorable to a borrower in a liability account such as a loan account as a debit would be, which previously stated reduces the liability and creates a positive balance. Clearly related to our namesake, Debitoor allows you to stay on top of your debits and credits.
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. Double-entry SystemDouble Entry Accounting System is an accounting approach which states that each & every business transaction is recorded in at least 2 accounts, Why is a debit a positive? i.e., a Debit & a Credit. Furthermore, the number of transactions entered as the debits must be equivalent to that of the credits. Can’t figure out whether to use a debit or credit for a particular account? The equation is comprised of assets which are offset by liabilities and equity . You’ll know if you need to use a debit or credit because the equation must stay in balance.
![Why is a debit a 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)
Therefore, remember the T-shaped general ledger system above and keep in mind that when one side falls, the other increases and vice versa. As you can see, Bob’s equity account is credited and his vehicles account is debited . As you can see, Bob’s liabilities account is credited and his vehicles account is debited . Expense accounts run the gamut from advertising expenses to payroll taxes to office supplies.
He covers banking, loans, investing, mortgages, and more for The Balance. He has an MBA from the University of Colorado, and has worked for credit unions and large financial firms, in addition to writing about personal finance for more than two decades. Our business model is built on fostering long-term relationships with customized solutions and access to local decision makers. At 18 he ran away and saw the world with a backpack and a credit card, discovering that the true value of any point or mile is the experience it facilitates. He remains most at home on a tractor, but has learned that opportunity is where he finds it and discomfort is more interesting than complacency. Information provided on Forbes Advisor is for educational purposes only.
The accounting equation defines a company’s total assets as the sum of its liabilities and shareholders’ equity. A general ledger is a record-keeping system for a company’s financial data, with debit and credit account records validated by a trial balance. Credit cards allow consumers to borrow money from the card issuer up to a certain limit in order to purchase items or withdraw cash. Debit cards offer the convenience of credit cards and many of the same consumer protections when issued by major payment processors like Visa or MasterCard. The debit balance, in a margin account, is the amount of money owed by the customer to the broker for funds advanced to purchase securities. A debit is a feature found in all double-entry accounting systems. In a standard journal entry, all debits are placed as the top lines, while all credits are listed on the line below debits.
Once you complete the online enrollment process, Limited Margin is immediately available on your account. The Cash/Margin trade type drop down will appear on the trade ticket and default to Margin for orders placed in your IRA. Securities intended to be day traded must be placed in the trade type, Margin; otherwise, you’ll be subject to cash account trading restrictions. In this example, the transaction is for a cash payment from a client account to ABCDEFGH Software. Since the cash account is receiving income, then the debit column will show an increase and display a sum for the amount. However, the trial balance does not serve as proof that the other records are free of errors. For example, if journal entries for a debit and its corresponding credit were never recorded, the totals in the trial balance would still match and not suggest an error.
Location Of Debit And Credit In Accounting
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A company’s revenue usually includes income from both cash and credit sales. It allows the holders to deposit funds to purchase products or services. A balance shows the amount that can be spent for the purchase of products and services. For example, if a company purchases a building, then this asset is shown on the left side of the Balance Sheet.