Monthly Payment Calculator

From a payment you can afford, the supported loan amount is P = M·((1+r)ⁿ − 1) ÷ (r(1+r)ⁿ). A 1,000 monthly payment at 4% over 15 years supports roughly a 135,192 loan.

Mode

Estimates for information only — not financial advice. Actual terms, fees, and rates depend on your provider.

Two directions, one formula. Payment mode answers "what will this loan cost per month?"; affordability mode answers the more useful budgeting question — "what loan does my monthly budget support?"

Formula & methodology

Payment mode uses standard amortization (see the loan calculator for the derivation). Affordability inverts it: P = M·((1+r)ⁿ − 1) ÷ (r(1+r)ⁿ); at zero rate it is simply M × n. Rounding follows the same half-up, 2-decimal rule.

Worked example

Budget of 1,000/month at 4% over 15 years → supports a loan of about 135,191.75 (total paid 180,000, of which ~44,808 is interest).

Limits

Lenders also apply income ratios, fees, and stress tests — affordability here is arithmetic, not approval. Estimates only, not financial advice.

Frequently asked questions

Is the affordability result what a bank will lend me?

No. It is the amount your payment mathematically supports at that rate and term. Lenders layer income ratios, fees, and stress tests on top.