Create a debt payoff plan for multiple debts. Compare avalanche vs snowball methods and see when you'll be debt-free.
| Strategy | Time to Payoff | Total Interest | Total Paid |
|---|---|---|---|
| Avalanche | - | - | - |
| Snowball | - | - | - |
| Savings | - | - | - |
Click "Calculate Payoff Plan" to see your payoff schedule
Click "Calculate Payoff Plan" to see the order
Monthly payment = P × [r(1 + r)^n] ÷ [(1 + r)^n − 1]
P = principal, r = periodic interest rate, n = number of payments.The calculator applies the entered principal or balance, periodic interest rate, repayment term and any supported fees or extra payments. Payment and interest figures depend on compounding frequency, payment timing and which taxes, insurance or charges are included.
The Debt Payoff Calculator provides an estimate of how long it might take to repay a debt, and how much interest may be paid on that debt given your current balance, interest rate, and payment amount. Where indicated, this calculator lets you enter additional payments to compare how varying your monthly payment affects the estimate payoff date and the total interest paid over the life of the debt. This calculator can compare different repayment scenarios and demonstrate the impact that varying payment amounts may have on the estimate payoff date and the total interest paid over the life of the debt.
Estimates may not match the calculations made by a lender, particularly in cases where rates, fees, payment schedules, or balances change.
Enter the information that describes your current debt and planned repayment strategy.
Ensure that the principal payment is high enough to consume the interest that builds between payments. Low principal payments could result in very long projected payoff times or the debt might never amortize at all.
To predict the payback date, Debt Payoff Calculator multiplies the current outstanding loan balance by the assigned interest rate, then uses the planned loan payment to begin shrinking the principal. A part of your scheduled loan payment pays off the interest for that payment period, and the remainder helps clear out the principal on the debt.
Usually the amount of interest charged during each period will go down as well because the principal balance goes down in each step as the. This process will repeat until the outstanding balance becomes 0, or until the assumption on repayment says this loan cannot be paid off by given payments.
The computation typically uses a fixed rate and equal payments. However, this can vary greatly on actual credit card and loan accounts due to variable rates, day-to-day interest posting, fees, effect of payment or purchase timing, or other features of the account.
For a standard fixed-rate debt with regular monthly payments, the number of payments can be estimated using the loan amortization relationship:
n = −ln(1 − rP ÷ M) ÷ ln(1 + r)
For a monthly calculation, the periodic rate is commonly approximated by dividing the annual interest rate by 12.
For example, with a stated 12% interest rate per annum, the simplest of the “flat-rate” assumptions is 12% ÷ 12 = 1% each month. How an account accrues interest can vary among different lenders, however; the result given in the calculator is not an accounting of the precise amount owed.
Suppose you have a debt balance of $10,000, a fixed annual interest rate of 12%, and plan to make monthly payments of $250.
Starting balance: $10,000
Annual interest rate: 12%
Approximate monthly rate: 1%
Monthly payment: $250
Using the standard amortization calculation, the estimated payoff period is approximately 51 months, or about 4 years and 3 months.
The estimated total amount paid would be approximately $12,750, with approximately $2,750 representing interest under this simplified monthly-rate assumption.
If the monthly payment is increased, the debt can generally be paid off sooner and the total interest can decrease, assuming the additional payment is applied directly toward the balance and other terms remain unchanged.
The calculator's results should be reviewed as a group rather than focusing on the payoff date alone.
A shorter repayment time normally equates to fewer periods for the interest to accrue. Nevertheless, to truly evaluate this, one needs to consider factors such as interest rate, interest payment, payment frequency, and payment calculation.
With additional payments you make there will be an impact on the payment schedule since more of that money going out to satisfy the outstanding principal. So as the principal gets reduced it will eventually lead to further reduction in the interest payments as per the regular amortizing structure.
In this example, the required $250 could turn into $300. If added principal, how does this improve performance then. It would and would not be according to payment rules and interest calculation procedures for your account.
Vary the Payment amount in the calculator in order to look at the possible outcomes rather than deciding on some amount of money with the assumption that this will bring about guaranteed outcomes
Some debt accounts where a payment has a minimum payment may take far too long to pay off when payments will increase over time or will only barely pay principal at first. Estimating the payoff timeline is simpler if a steady payment is made up front, even though it may not reflect how a given credit card or other line of revolving credit.
You may need to ensure it covers situations where credit card issuers may actually decrease your minimum monthly payments as your debt grows. Any differences between what the calculator reports and your actual balance could slightly impact your statement-by-statement payoff timeline.
Most lenders will raise the interest rate for more frequently made payments; more frequently payments mean less frequent recalculating and in this case the cost and the payment time.
Amount paid affects the speed at which the principal goes down The more a person pays, the greater reduction that may contribute to reducing the estimated date on which debt will be paid off by how amount is put on debt
Higher balances typically mean the loan takes more payments to pay off, for example, if rates and payment are comparable. Enter the amount of your current mortgage balance.
Various pay frequencies (weekly, every other week, twice a month, and monthly) can lead to different outcomes based on the method that the lender utilizes to accrue and apply interest on your loan. Select the frequency that corresponds with both your payment calculator and loan structure.
If you also go on to make purchases and borrow from the card while paying it off, it is possible that your total will not go down the way the calculator suggests is the average payment needed for the account, in general, it is expected that the balance on the account will not grow during payoff calculation unless specially calculated for in a calculator.
The term to repay the mortgage will really depends on the outstanding loan amount, the interest rate, how much you are paying, how many payments you have a month. Use the calculator for a good estimate.
Insert your present balance, interest rate and planned payment into the calculator. The projected number of payments can then be translated into an approximate payoff time in terms of payment frequency.
However, with a typical amortizing plan, paying extra principal will allow your balance to decrease more quickly, and could lower your interest costs in the future. The actual impact depends on your lender's application of payments and interest.
Yes, the calculator can be helpful in figuring credit card payoff scenarios. But it may be limited if the credit card has either a variable rate, changing min payments, daily calculations, or new transactions.
If your payment doesn't meet the interest that accumulates over the period of that payment, you may be under the terms assumed the debt won't even decrease. The calculator might indicate that you can't make your debt with the payment amount you put in!
Helps to provide a reasonable approximation if valid input values and assumptions are entered. The actual value may be different because of variation in the way that banks calculate interest, payment date, charges and fees, variable rates and individual account rules.
Enter the expected amount, rate and term, calculate a base case, then increase the rate or shorten the term. Compare the monthly payment and total interest to understand the trade-off between cash flow and borrowing cost.
The use of a Debt Payoff Calculator makes it possible to test different payment scenarios without changing the debt balance. Trying several payment amounts will give an indication of how alterations in monthly payments might influence the projected time to payoff and total interest.
| Scenario | What to Change | What to Compare |
|---|---|---|
| Current Payment | Use your existing monthly payment | Estimated payoff time and interest |
| Higher Monthly Payment | Increase the regular payment | Time saved and interest reduction |
| Additional Monthly Amount | Add a fixed extra payment | Effect on payoff period |
| Lower Interest Rate | Test a different rate | Potential change in total interest |
| Shorter Repayment Period | Increase the payment to target a shorter period | Required payment and total interest |
Multiple accounts - Unless you’ve already consolidated your accounts or plan to do so, this particular payoff formula don’t always reflect all of your debt obligations. You’ll likely owe your minimum on one, yet also carry balances to other accounts that vary the total payoff date.
For multiple debt situations, work out each balance individually where applicable and take into account the amount you would need to pay on a monthly basis if it were all paid on each account. Don't assume it's one loan if you have several debts.
The estimated payoff timeline is the number of payment periods that will result in the account balance dropping to zero, based on assumptions in the calculator. The final payment may be less than your typical monthly payment, as you are just paying off the outstanding balance and interest.
E.g. A calculation demonstrating 48 payment, does not automatically indicate 48 same sized payments the amount may vary based on the outstanding principal amount/ interest remaining calculation of a payment 35 For instance
Changes to the payment timeline and total interest may result from a change in interest rates as payment remains unchanged. Higher rates may make portions of your payments go further in terms of applying principal, while lower rates may facilitate the application of more principal.
This logic is even more critical with variable rates. If a loan’s interest rate varies over time, then a computation based upon some fixed interest rate needs to be thought of as only an estimate, rather than exact future payment history.
Interest charges will occur for a fewer number of periods when you pay down debt quicker. To give you an idea of the difference you might be able to make, use the calculator with your current monthly payment amount and once more again, at the higher monthly amount you'd like to try.
How much is the estimated interest for the two calculations. This illustrates an approximate decrease in interest based on the assumptions in the calculator, not a direct savings of actual dollars and cents.
If you are paid every other week and intend to pay that regularly, then monthly math might not align precisely with how you do things, especially in terms of how principal is paid down and interest is calculated.
Choose bi-weekly payments If there is an option for payments bi-weekly, select it. Should the calc only have monthly payments, consider any converted bi-weekly payments only a rough estimation vs what would eventually occur with an exact plan with your lender.
Update your calculation whenever changes occur in your debts. Good times to recalculate are when your balance decreases, your interest rate changes, your regular payment changes, or you make an extra payment.
Using today’s interest rates against your statement ending balance will give you more accurate estimate than keeping you old information you used.