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FinToolSuite
Updated May 7, 2026 · Debt · Educational use only ·

Total Debt Cost Calculator

Lifetime cost of up to three debts at fixed monthly payments.

Calculate the total lifetime cost of up to three debts under fixed monthly payments and months remaining. Free calculator with the working shown.

What this tool does

This calculator sums the total amount you will pay across up to three debts, assuming fixed monthly payments remain constant for the entered number of months remaining on each debt. The result shows your combined lifetime payment total, the individual totals per debt, and the longest repayment term among the three. The monthly payment amount and months remaining are the primary drivers of the output. A typical scenario might involve tracking the cumulative cost of a personal loan, credit card balance, and car loan to see their combined expense over time. The calculation assumes no changes to monthly payment amounts, no additional borrowing, and no early repayment. This tool illustrates the math of constant-payment debt; actual costs may differ based on interest rate changes, payment adjustments, or early settlement.


Enter Values

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Formula Used
Monthly payment on debt i
Months remaining on debt i
Sum of total payments across all three debts

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Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

What this calculator does

Most debt calculators focus on a single loan or on a chosen payoff strategy. This one answers a simpler question: across the debts being paid down right now, what is the total amount that will leave the account before they all clear, assuming each is paid at a fixed monthly amount until its scheduled end? The total is the headline figure; the per-debt breakdown shows how each contributes to it.

How the math works

The calculation is the sum of monthly payment × months remaining for each debt:

Total = Σ (Monthly_i × Months_i)

The output also shows the longest of the three terms, which marks how many months the borrower will still be making payments on at least one debt under the entered schedule. The math assumes payments hold constant — no missed months, no overpayments, no rate changes that would alter the monthly figure.

Worked example

Three debts: 200 monthly for 36 months, 100 monthly for 24 months, 50 monthly for 12 months. The arithmetic: 200 × 36 = 7,200; 100 × 24 = 2,400; 50 × 12 = 600. Combined total: 10,200. The 36-month term is the longest, so the borrower remains on at least one payment schedule for three more years. The breakdown clarifies which debt contributes most to the total: in this example debt 1 accounts for about 71% of the lifetime cost despite carrying the smallest number of months.

What this calculation does not capture

The calculator assumes a fixed monthly payment for the full remaining term on each debt. It does not capture interest rate changes mid-term, missed or partial payments, additional borrowing during the period, fees added to the principal, prepayment penalties, balance transfers, or promotional rates that revert. It also does not split out the interest portion separately — it shows total payments. To see interest in isolation for any individual debt, the standalone debt-payoff or remaining-balance calculators handle that decomposition. The figure is best read as the planned cash outflow under the current schedule, not a guaranteed actual outcome.

Reading the output

The headline figure is the sum across all three debts under the entered schedule. The per-debt totals reveal where the bulk of the cost sits, which is often counter-intuitive: a small monthly figure carried over many years can match or exceed a larger monthly figure on a shorter schedule. The longest-term figure is the time horizon the borrower remains in the schedule. Three numbers together — total, per-debt mix, and time horizon — give a fuller picture than the headline alone.

Example Scenario

Across the three debts entered, total payments sum to approx 10,200.00 over the longest term shown.

Inputs

Debt 1 Monthly:£200
Debt 1 Months Remaining:36 months
Debt 2 Monthly:£100
Debt 2 Months Remaining:24 months
Debt 3 Monthly:£50
Debt 3 Months Remaining:12 months
Expected Resultapprox 10,200.00

This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

Total = sum across debts of (monthly payment × months remaining). The calculation assumes the entered monthly payment holds constant for the entered months remaining for each debt, with no rate changes, missed payments, prepayments, or fees added during the period. The output reports the combined total, per-debt totals, and the longest of the three terms (the time horizon over which at least one schedule is still active). Set monthly and months to zero for any debt slot that does not apply.

Frequently Asked Questions

Why does this matter when I already know each monthly payment?
The combined lifetime total often surprises people because each individual monthly figure is small and feels manageable, while the sum across years can be much larger than the perceived burden. Multiplying out the schedule turns a series of small recurring outflows into a single comparable number, which is useful for planning against income, savings, or alternative uses of the same monthly amount.
Does this show the interest portion separately?
No. The output is the total amount paid across the schedule. To split that into principal and interest for a single debt, the underlying loan calculators (debt-payoff, remaining-balance) handle the decomposition by running the amortisation. This calculator stops at the total payment figure because it does not require knowing the rate on each debt — just the monthly amount and remaining months.
Which debt should be paid first?
The calculator does not answer that question — it sums whatever schedule is entered. Two well-known frameworks are commonly discussed: paying highest-rate debts first to minimise total interest, and paying smallest-balance debts first to clear lines off the list quickly. Both produce different total-cost outcomes; the standalone snowball-vs-avalanche calculator compares the two on the same set of debts. This tool's role is to surface the lifetime cost under whichever schedule is being entered.
What about minimum payments?
The calculator works at whatever monthly figure is entered. Some borrowers enter the minimum payment for each debt; others enter a higher figure to model paying more than the minimum. The output reflects the schedule as entered and does not adjust the monthly figure based on the rate. To model a minimum-only payoff with interest, the credit-card or loan payoff calculators provide that scenario directly.
What if I have more than three debts?
The calculator caps at three slots. For more debts, the sum can be approximated by adding additional totals manually: each extra debt's total is its monthly payment multiplied by its months remaining. The combined figure is the sum of all such totals. The per-debt breakdown in this calculator only shows three; the aggregate logic applies across any number of debts.

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