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Debt Consolidation Calculator

Compare paying your debts as they are with a consolidation loan: payment, time, interest, fees and the real APR.

Change the values and press Calculate to work out your own figures.

Add your debts and the loan's amount, rate, term and fee.

Debts One row per debt or card.

Row 1
Row 2
Row 3
About loan amountWhat you borrow.
About interest rate, % a yearNominal annual rate.
About fee isPercent or amount.
About currencyChanges how amounts are shown, not the math; your choice is remembered on this device.
About term, yearsYears of payments.
About and months (optional)Extra months.
About fee (optional)Origination or closing fee.
Result
Loan payment
$543.44
Your debts now
$630.00 a month for 4 years 11 months, $12,963.15 interest
Loan
$543.44 a month for 5 years, $7,606.11 interest + $1,250.00 fee
Loan's real APR
13.251%
Cash left after paying the debts
−$250.00
Verdict
The loan saves $4,107.04

The consolidation loan costs $543.44 a month.

Show the working
  1. loan payment = amount × i ÷ (1 − (1 + i)^−n)
  2. real APR repays the amount less the fee

How to use it

Add your debts and the loan's amount, rate, term and fee.

Enter amounts without commas or with them; rates are percentages (5 for 5%). Negative amounts are allowed where a sign means money paid out.

Key facts

loan payment = amount × i ÷ (1 − (1 + i)^−n); real APR = the rate at which the payments repay the amount less the fee

Worth it?

A consolidation loan helps only if its real APR, fees included, beats your debts' and you don't run the cards back up.

Questions

What is the payment on $25,000 at 10.99% over 5 years?

$543.44 a month.

Formulas

loan payment = amount × i ÷ (1 − (1 + i)^−n); real APR = the rate at which the payments repay the amount less the fee

Sources

Limitations

  • Results are estimates for planning, not offers or financial advice; lenders and banks may round, count days or time payments differently.
  • Rates are nominal annual rates compounded as you choose; payments at a different frequency use the equivalent periodic rate.

Formula version 0.1.0Reviewed