Mortgage Payment Calculator
Calculate your monthly mortgage payment including principal, interest, property taxes, homeowners insurance, and PMI with verified 2026 statutory rates.
Calculate your new lower monthly mortgage payment after making a lump-sum principal payment and reamortizing your loan. Compare your ongoing payment savings with refinancing without altering your interest rate or loan term.
Quick Answer: A mortgage recast (also known as loan reamortization) applies a lump-sum payment directly to your remaining loan balance and recalculates your monthly principal and interest payment using your existing interest rate and original remaining term. Unlike refinancing, a recast does not replace your mortgage, require a new appraisal, or change your maturity date. For example, applying a $50,000 lump sum to a $300,000 balance at a 6.5% interest rate with 25 years (300 months) remaining reduces your monthly payment from $2,025.62 to $1,688.02—saving $337.60 every month and $51,281.07 in total lifetime interest.
Both a mortgage recast and a mortgage refinance can lower your monthly mortgage payment, but they work through entirely different mechanisms with vastly different costs and underwriting requirements.
If prevailing interest rates have dropped significantly below your note rate, or if you want to alter your loan duration, explore our Mortgage Refinance Calculator to compute your break-even month and lifetime interest savings.
r = Annual Rate / 12 | n = Remaining Years × 12 | F = [r(1+r)^n] / [(1+r)^n − 1] | Current P&I = B × F | New Balance B' = B − Lump Sum | New P&I = B' × F | Monthly Saving = Current P&I − New P&I | Interest Saved = (Current P&I × n − B) − (New P&I × n − B')
1. Monthly Amortization Factor: The monthly interest rate is r = Annual Rate ÷ 12, and the remaining term in months is n = Remaining Years × 12. The standard level-payment amortization factor is F = [r(1 + r)n] ÷ [(1 + r)n − 1].
2. Current Monthly Payment: Current P&I = B × F, where B is the current outstanding principal balance.
3. New Principal Balance: New Balance B' = B − Lump-Sum Payment.
4. New Monthly Payment: New P&I = B' × F. Because the interest rate r and remaining term n remain identical, the monthly payment scales downward in exact proportion to the reduced loan balance.
5. Monthly & Lifetime Interest Savings: Monthly Payment Saving = Current P&I − New P&I. Total Interest Saved = (Current P&I × n − B) − (New P&I × n − B'). Net Savings = Total Interest Saved − Servicer Recast Fee (when a fee is entered).
When you make extra principal payments during regular mortgage servicing without recasting, your monthly payment remains identical, but the extra principal accelerates debt payoff and shortens your remaining term. A mortgage recast does the exact opposite: the smaller principal balance is spread across the same remaining n months at the same interest rate r, recalculating a permanently lower monthly required payment while leaving your final loan maturity date completely unchanged.
Disclaimer: Informational calculation only. A mortgage recast requires formal servicer approval, execution of a loan modification/recast agreement, and verification of loan eligibility. Does not constitute lending or legal advice.
Worked Example (Benchmark D — First-Load Defaults):
Inputs: $300,000 balance, 6.50% interest rate, 25 years remaining (300 months), $50,000 lump-sum principal reduction, $0 servicer fee.
Current Monthly Payment: $2,025.62 (Old total interest over 25 years: $307,686.45).
New Monthly Payment: $1,688.02 (New total interest over 25 years: $256,405.37).
Monthly Cash Flow Savings: $337.60 per month.
Total Lifetime Interest Saved: $51,281.07.
Loan Maturity & Payoff Date: Unchanged (exact same 25-year schedule / 300 months).
Primary source guidance on rules, formulas, and regulations.
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