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Debt consolidation calculator

Debt consolidation calculator: compare your debts with one loan — monthly payment, total interest, payoff time, APR with fees and the break-even rate.

Updated Checked against 6 worked examples

One per line: name (optional), balance, rate (% per year), monthly payment. Leave out thousands separators.
When a debt is repaid, its payment moves to the highest-rate debt left, so your total monthly payment stays the same. Turn off if each payment stops when its debt is repaid.
%
months
%
Percent of the loan amount.
More options
$
Leave blank to borrow exactly what clears the debts after the fee.
Try
Saved by consolidating
$
Saved by consolidating: $2,414.03
Shown to 2 decimal places, half-even
Loan payment
$468.38
Current monthly payments
$560.00
Months to repay the loan
48
Months to clear current debts
45
Interest on the loan
$4,692.66
Interest on current debts
$7,996.16
Loan APR including the fee
14.77%
Combined APR of current debts
22.09%
Origination fee
$889.47
Loan amount
$17,789.47
Break-even loan rate
17.58%
Monthly payment difference
$91.62
The loan runs 3 months longer than your current plan; it still costs less in total.

Consolidating saves $2,414.03. The loan payment is $468.38 a month for 4 years, against $560.00 a month for 3 years 9 months now. Its APR with the fee is 14.77% against a combined 22.09% on the current debts, and it saves money at any loan rate below 17.58%.

Balance owed

$0$5,000$10K$15K010203040Month
Current debtsConsolidation loan

Interest and fees paid

Current debts$7,996.16Loan and fee$5,582.13
Current debts and the consolidation loan (4 rows)
DebtBalanceRatePaymentMonthsInterest
Credit card$8,500.0023.99 %$255.0045$5,172.11
Store card$2,400.0029.99 %$95.0037$1,419.58
Personal loan$6,000.0014.5 %$210.0036$1,404.47
Consolidation loan$17,789.4711.99 %$468.3848$4,692.66
How it's calculated S
  1. Current debts

    interest=24,896.16−16,900=7,996.16\text{interest} = 24{,}896.16 - 16{,}900 = 7{,}996.16

    All payments minus the balances. 3 debts totaling $16,900.00, paid at $560.00 a month (cleared debts' payments move to the highest-rate debt left): repaid after 45 months.

  2. Loan amount and fee

    L=16,9001−0.05=17,789.47,fee=889.47L = \frac{16{,}900}{1 - 0.05} = 17{,}789.47,\quad \text{fee} = 889.47

    The lender keeps the fee out of the loan, so you borrow more than the debts to receive enough to clear them.

  3. Loan payment

    M=L r (1+r)48(1+r)48−1=468.38M = \frac{L\,r\,(1+r)^{48}}{(1+r)^{48}-1} = 468.38

    r = 11.99 ÷ 1,200 = 0.00999167 a month.

  4. Total saved

    24,896.16−48×468.38=2,414.0324{,}896.16 - 48 \times 468.38 = 2{,}414.03

    Current total of payments against the loan's payments plus any cash added at closing.

  5. Loan APR including the fee

    16,900=M×1−(1+i)−48i ⇒ APR=12i=14.77%16{,}900 = M \times \frac{1 - (1+i)^{-48}}{i}\ \Rightarrow\ \text{APR} = 12i = 14.77\%

    The fee is a prepaid finance charge, so the APR treats the loan as the amount after the fee (Regulation Z). Solved by bisection.

  6. Break-even loan rate

    At 17.58% with the same term and fee, the loan costs exactly what the current debts do; any lower rate saves money.

About the debt consolidation calculator

Two plans are run month by month. Now: each debt accrues its APR ÷ 12 and takes its own payment, and when a debt is cleared its payment moves to the highest-rate debt left. Consolidated: one loan repaid by M = L × r × (1 + r)^n ÷ ((1 + r)^n − 1). When the origination fee comes out of the loan, you borrow the debts ÷ (1 − fee) to receive enough to clear them. The saving is the total paid now minus the loan's payments and any cash added.

With the defaults, three debts totaling 16,900 at 560 a month take 45 months and 7,996.16 of interest. A 48-month loan at 11.99% with a 5% fee borrows 17,789.47, costs 468.38 a month and saves 2,414.03. Its APR with the fee is 14.77% against a combined 22.09% on the debts, and it saves money at any rate below 17.58%.

Rates are held fixed, and cleared cards are assumed to carry no new balances. Promotional balance-transfer rates are not modeled.

Worked examples

Three cards against a 25,000 loan at 10.99%

Debts
Credit card 1, 10000, 17.99, 260 Credit card 2, 7500, 19.99, 190 High interes…
Roll over freed payments
yes
Loan interest rate
10.99%
Loan term
60 months
Origination fee
5%
Fee paid
Out of the loan
Loan amount
25,000
Loan payment
543.44
Interest on the loan
7,606.15
Months to clear current debts
59
Combined APR of current debts
18.92%
Loan APR including the fee
13.25%
Origination fee
1,250.00
Cash you add at closing
250.00

Checked against: Calculator.net debt consolidation calculator, published output for its defaults (fetched 2026-09-26): 543.44 a month, 7,606.15 interest, 59 months, APR 18.92% vs 13.25%, 250 upfront

48-month loan at 11.99%, 5% fee from the loan

Debts
Credit card, 8500, 23.99, 255 Store card, 2400, 29.99, 95 Personal loan, 6000…
Roll over freed payments
yes
Loan interest rate
11.99%
Loan term
48 months
Origination fee
5%
Fee paid
Out of the loan
Saved by consolidating
2,414.03
Loan payment
468.38
Loan amount
17,789.47
Origination fee
889.47
Months to clear current debts
45
Interest on current debts
7,996.16
Loan APR including the fee
14.77%
Combined APR of current debts
22.09%
Break-even loan rate
17.58%

Checked against: Python decimal (prec 50) month-by-month simulation of the debts with rollover, annuity formula for the loan, bisection for the APRs and break-even rate

Payments stop as each debt is cleared

Debts
Credit card, 8500, 23.99, 255 Store card, 2400, 29.99, 95 Personal loan, 6000…
Roll over freed payments
no
Loan interest rate
11.99%
Loan term
48 months
Origination fee
5%
Fee paid
Out of the loan
Months to clear current debts
56
Interest on current debts
8,488.12
Saved by consolidating
2,905.99

Checked against: Python decimal month-by-month simulation without rollover

Fee paid in cash

Debts
Credit card, 8500, 23.99, 255 Store card, 2400, 29.99, 95 Personal loan, 6000…
Roll over freed payments
yes
Loan interest rate
11.99%
Loan term
48 months
Origination fee
5%
Fee paid
In cash
Loan amount
16,900.00
Origination fee
845.00
Cash you add at closing
845.00
Loan payment
444.96
Saved by consolidating
2,693.14
Loan APR including the fee
14.77%

Checked against: Python decimal: loan equals the 16,900 of debts, 5% fee added as cash, annuity payment at 11.99%/12 over 48 months

Questions

Is debt consolidation worth it?

Only if the loan's interest and fees come to less than the interest you would pay on the debts at your current payments. The three default debts, 16,900 in all, cost 7,996.16 of interest over 45 months. A 48-month loan at 11.99% with a 5% fee costs 4,692.66 of interest plus 889.47 of fee, saving 2,414.03 and lowering the payment by 91.62 a month.

Does a longer consolidation loan save more money?

No. A longer term lowers the payment but adds interest. For the default debts at 11.99% with a 5% fee, 36 months costs 590.78 a month and saves 3,628.08; 48 months costs 468.38 and saves 2,414.03; 60 months costs 395.63 and saves 1,158.53; 72 months costs 347.70 and loses 137.89. The CFPB warns that paying over a longer time could mean paying a lot more overall.

How does an origination fee change the cost of a consolidation loan?

It raises the amount you borrow and the APR. To receive 16,900 when a 5% fee is taken from the loan, you borrow 16,900 ÷ 0.95 = 17,789.47, and the APR rises from 11.99% to 14.77% because the fee counts as a prepaid finance charge. With no fee the default loan saves 3,538.14; with 5% it saves 2,414.03; with 8% it saves 1,680.92.

What is the break-even interest rate for debt consolidation?

The loan rate at which consolidating costs exactly what keeping the debts would. Below it you save; above it you lose. For the default debts with a 5% fee, the break-even rate is 23.32% for a 36-month loan, 17.58% for 48 months, 14.11% for 60 months and 11.78% for 72 months, which is why the 72-month loan at 11.99% costs more.

Why is my combined APR different from the average of my rates?

The combined APR is the single rate that turns your actual payment stream into the total you owe, so it weights each debt by how long its balance stays unpaid. The default debts carry 23.99%, 29.99% and 14.5%, a balance-weighted average of 21.47%; paid at 560 a month with payments moving to the highest rate, they behave like one loan at 22.09%. Compare that figure with the loan's APR including fees.

How accurate is the debt consolidation calculator?

Accuracy depends on your inputs and the method's assumptions. Decimal arithmetic uses 50 significant digits, but estimates, numerical methods and source data can be less precise; the displayed rounding does not remove those limits. It is checked against 6 worked examples whose answers come from independent sources; for example, “Three cards against a 25,000 loan at 10.99%” is checked against Calculator.net debt consolidation calculator, published output for its defaults (fetched 2026-09-26): 543.44 a month, 7,606.15 interest, 59 months, APR 18.92% vs 13.25%, 250 upfront.

Where does the method come from?

Consumer Financial Protection Bureau — What do I need to know about consolidating my credit card debt?; Regulation Z, 12 CFR 1026.4 and 1026.22 — Finance charge and annual percentage rate; Microsoft Excel RATE function (APR from payment and amount received).

About this calculator

L=∑Bi1−f,M=L r (1+r)n(1+r)n−1,saved=∑currentpayments−(nM+cash added)L = \frac{\sum B_i}{1 - f},\quad M = \frac{L\,r\,(1+r)^n}{(1+r)^n-1},\quad \text{saved} = \sum_{\text{current}} \text{payments} - (nM + \text{cash added})

Sources

  1. Consumer Financial Protection Bureau — What do I need to know about consolidating my credit card debt?
  2. Regulation Z, 12 CFR 1026.4 and 1026.22 — Finance charge and annual percentage rate
  3. Microsoft Excel RATE function (APR from payment and amount received)

For planning only. Lenders, tax authorities and markets apply their own rounding, fees and rules; confirm figures with them before you commit.

Checked against references

6 worked examples with independently sourced answers ship with this calculator. They run in the test suite; you can run them here too.

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