Mortgage Payment Calculator
Calculate your monthly mortgage payment including principal, interest, property taxes, homeowners insurance, and PMI with verified 2026 statutory rates.
Compare your existing mortgage against a new refinance rate, calculate your exact break-even point in months, and check whether resetting your loan term saves or costs money.
Quick Answer: Refinancing a mortgage replaces an existing home loan with a new loan featuring a lower interest rate, a modified repayment term, or both. Your break-even period represents the exact number of months required for cumulative monthly payment savings to repay upfront closing costs: Break-Even (Months) = Closing Costs ÷ Monthly Payment Savings. For a homeowner refinancing an existing $320,000 mortgage balance from a 6.75% fixed rate over 26 remaining years into a new 5.50% 30-year fixed loan with $6,500 in closing costs, the existing monthly payment of $2,178.54 drops to $1,816.92, saving $361.62 per month. This achieves break-even in exactly 18.0 months ($6,500 ÷ $361.62/mo).
M = P · [r(1 + r)^n] / [(1 + r)^n - 1] | Break-Even = Closing Costs / (M_old - M_new)
M_old = Existing monthly principal and interest payment
M_new = New monthly principal and interest payment
P = Remaining mortgage loan balance being refinanced
r = Monthly periodic interest rate (Annual interest rate ÷ 12)
n = Loan term in months (Years × 12)
Break-Even Point (Months) = Total Upfront Closing Costs ÷ Monthly Payment Savings (M_old - M_new)
Net Lifetime Savings = (M_old × n_remaining) - [(M_new × n_new) + Closing Costs].
Benchmark Parameters: Loan Balance (P) = $320,000 · Current Loan = 6.75% Fixed, 26 Years Remaining (312 months) · New Refinance Loan = 5.50% Fixed, 30 Years (360 months) · Closing Costs = $6,500.00.
Verification: Recomputed by running the deployed engine with $320k balance, 6.75%/26y to 5.50%/30y, $6,500 costs. Yields old $2,178.54, new $1,816.92, saves $361.62/mo, break-even 18.0 months.
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