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Loan Extra Payment Savings Calculator

See how much time and interest a fixed extra monthly payment saves on a loan, compared to the standard payoff schedule.

Standard monthly payment
$1,199.10
New payoff time
21 yrs 0 mos (252 months)
Months saved
108
Interest saved
$79,800.51
Total interest (with extra payment)
$151,875.87

Accelerated payoff: principal vs. interest

Principal paidInterest paid
036912151821

Total paid at year 21: $351,875.87

How it works

The standard monthly payment is computed with the same fixed-rate amortization formula the Loan Payment Calculator uses: M = P·r(1+r)ⁿ / ((1+r)ⁿ − 1). This calculator then re-amortizes the loan month by month at that standard payment plus your extra amount — interest first on the remaining balance, then the rest toward principal — and tracks how many months it actually takes to reach zero.

Because interest is charged on a shrinking balance every month, a fixed extra payment compounds its own effect: each dollar of extra principal paid today is a dollar that never accrues interest again, which shrinks every future month's interest charge too. That's why even a modest extra payment tends to cut off a disproportionate share of the loan's total interest, not just its final few payments.

The chart below re-traces the accelerated schedule's cumulative principal-vs-interest split, stopping at the new (earlier) payoff month rather than the original term.

FAQ

Does the extra payment change my required monthly payment?

No — this assumes your required standard payment stays the same and the extra amount is paid voluntarily on top of it each month, going entirely toward principal. If you ever stop paying the extra amount, the loan simply reverts to its original schedule from wherever the balance stands at that point.

Why does the calculator use the original term as its search limit?

Since the extra payment is added on top of (never less than) the standard required payment, the accelerated schedule can only pay off the balance sooner than the original term — never later — so the original term is always a safe upper bound on how long the simulation needs to run.

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