Mortgage Calculator

Free mortgage payment calculator

This mortgage calculatorshows what a home loan really costs. Enter the price, down payment, interest rate and term, and it instantly returns the monthly principal-and-interest payment, the total interest you'll pay over the life of the loan, and the all-in cost of the home. Optional yearly property tax and insurance fields fold escrow costs into the monthly figure, the way lenders usually quote it.

See the true cost of interest

The monthly payment is only half the story. On a typical 30-year loan, total interest can approach the amount you borrowed — sometimes more. Comparing a 15-year and a 30-year term side by side in this tool makes the trade-off concrete: a higher monthly payment against dramatically less interest. The same goes for rate shopping — even half a percent changes the lifetime cost by tens of thousands on a typical loan.

Private, instant and free

Every calculation runs locally in your browser using the standard amortization formula, so your financial details are never uploaded. Use it to sanity-check lender quotes, test down-payment scenarios, or budget before house hunting. For other money math, try the loan/EMI calculator or the compound interest calculator.

How mortgage payments are calculated (formula & breakdown)

A mortgage payment looks like one number, but it's the output of a precise formula that balances the loan amount, the interest rate and time. Understanding it explains two things that surprise most first-time buyers: why early payments barely touch the loan balance, and why a 30-year mortgage can cost nearly as much in interest as the house itself.

The amortization formula

Nearly every fixed-rate mortgage uses the same equation for the monthly payment M:

M = P × r(1+r)ⁿ / ((1+r)ⁿ − 1)

• P — the principal (home price minus your down payment)
• r — the monthly interest rate (annual rate ÷ 12, as a decimal)
• n — the number of payments (years × 12)

For a $240,000 loan at 6.5% over 30 years: r = 0.065 ÷ 12 ≈ 0.005417, n = 360, and M works out to about $1,517 per month. Over 360 payments that's roughly $546,000 — meaning about $306,000 of interest on a $240,000 loan.

Why early payments are mostly interest

Each month, interest is charged on the remaining balance. In month one of the loan above, interest alone is 240,000 × 0.005417 ≈ $1,300 — so of your $1,517 payment, only about $217 reduces the debt. As the balance shrinks, the interest portion shrinks with it and more of each identical payment goes to principal. This slow start is why selling after just a few years often returns little equity, and why extra principal payments early in the loan save the most.

15 years vs 30 years: the real trade-off

Shortening the term raises the payment less than you'd expect and cuts interest more than you'd expect. The same $240,000 at 6.5%:

• 30 years: ≈ $1,517/month, ≈ $306,000 total interest
• 15 years: ≈ $2,091/month, ≈ $136,000 total interest

A 38% higher payment eliminates more than half the interest. Whether that trade is right for you depends on cash flow and what else the money could earn — but you should see both numbers before choosing.

Small rate differences, big money

Because interest compounds across hundreds of payments, half a percentage point matters. On the 30-year loan above, 6.0% instead of 6.5% drops the payment to about $1,439 and saves roughly $28,000 over the life of the loan. That's why shopping lenders — and improving your credit before applying — pays off out of all proportion to the effort.

What the quoted payment often leaves out

The formula covers principal and interest, but the amount you actually send monthly usually includes escrowed property tax and home insurance, and possibly PMI if your down payment is under 20%. Budgeting on principal-and-interest alone understates the real cost by hundreds per month in many areas — always add your local tax and insurance figures.

Next steps

For other financing questions, the loan/EMI calculator covers car and personal loans, and the compound interest calculator shows the same math working for you as an investor instead of against you as a borrower.