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Calcimator

Early Payoff Savings Calculator

Calculate interest savings from paying off a loan early. Compare different loan terms and see how much you save.

This calculator compares two fixed loan payments on the same principal — Original Term against a shorter New Term — using the standard amortization formula twice (lines 14-19), then reports the difference in lifetime cost as Total Savings. Months Saved is purely arithmetic: Original Term minus New Term, times 12 (line 31), so it never changes with Loan Amount or Interest Rate at all — take either one 10% under its default value and 10% over it, and Months Saved doesn't budge at all, while doing the same to either term moves Months Saved in lockstep. Total Savings is dominated by Original Term: testing it 10% below its default and 10% above sweeps Total Savings by about 43%, well ahead of Interest Rate (about 25%), Loan Amount (exactly 20%), and New Term (about 18%, the only one of the four that moves Total Savings in the opposite direction — shortening New Term further increases the savings). Original Term dominates because it is the baseline every other input is compared against: stretching it raises the original loan's monthly payment count and total cost simultaneously, compounding through the same exponent that drives the rest of the formula. Unlike some sibling loan calculators in this hub, this engine has no dedicated branch for an exactly-0% Interest Rate: the amortization formula (lines 14-19) divides by (1 + monthlyRate)^n - 1, which evaluates to 0 when monthlyRate is 0, so entering exactly 0% for Interest Rate produces a 0/0 division and a NaN result rather than the simple principal-divided-by-months payment a 0%-rate branch would normally compute — do not assume this calculator handles a 0% rate gracefully just because other calculators in this hub do. This calculator assumes the borrower actually qualifies for and commits to the shorter New Term's higher monthly payment for its full duration — it does not check affordability, does not model a partial-term refinance, and does not account for closing costs or fees that a real switch to a shorter term might carry.

Total Savings

$50,912.93

Inputs

$
%
years
years

Comparison

Original Monthly Payment

$536.82

New Monthly Payment

$790.79

Months Saved

180

How to Use This Calculator
  1. Enter the original loan amount.
  2. Set the annual interest rate.
  3. Enter the original loan term and then the new (shorter) term you want to target.
  4. Review the higher new monthly payment required and the total savings in interest from paying off faster.
  5. Use this to decide if the higher payment is worthwhile given the interest savings.

How the result changes with Original Loan Term

Original Loan TermTotal Savings
5.9-$26,662.01
18$9,512.46
33$62,044.51
45$109,304.90

What each input means

Loan Amount
Total loan amount.
Annual Interest Rate
Annual interest rate.
Original Loan Term
Original loan term in years.
New Loan Term
New shorter loan term in years.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Loan Amount = 100000, Annual Interest Rate = 5, Original Loan Term = 30, New Loan Term = 15 = 4 input(s) provided
  2. Calculate Total Savings
    Total Savings
    50912.93 = $50,912.93
  3. Calculate Original Monthly Payment
    Original Monthly Payment
    536.82 = $536.82
  4. Calculate New Monthly Payment
    New Monthly Payment
    790.79 = $790.79

Engine last updated . Checked against 1 independently-derived test how we verify calculators.

Frequently Asked Questions

Does the loan amount or interest rate affect Months Saved?

No — Months Saved is computed purely from the two term inputs (line 31, Original Term minus New Term, times 12) and never reads Loan Amount or Interest Rate at all. Moving either of those by ±10% leaves Months Saved completely unchanged, while moving either term the same way moves it directly, one month for every month of difference between the two terms.

What input has the biggest effect on Total Savings?

Original Term, by a wide margin — sweeping it from 10% under its default to 10% over sweeps Total Savings by about 43%, nearly double Interest Rate's roughly 25% and more than double Loan Amount's exactly 20%. That's because Original Term sets the baseline every other input is compared against: a longer original term means more total payments to potentially cut short, so its effect compounds through the formula more than any single other input.

Do all four inputs move Total Savings in the same direction?

No — of the four inputs, New Term is the only one that moves Total Savings in the opposite direction from the others. Raising Loan Amount, Interest Rate, or Original Term all increase Total Savings, but raising New Term shrinks it, because a New Term closer to the Original Term leaves less interest to eliminate by paying off early.

Does this calculator check whether the higher new payment is affordable?

No — this calculator only computes the arithmetic difference between two fixed monthly payments over two term lengths. It does not check whether a borrower's income or debt load could actually support the higher New Term payment for its full duration, and it does not account for any fees or closing costs a real refinance into a shorter term would likely carry.

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