Mortgage Payoff Calculator
See how extra mortgage payments can reduce interest, shorten payoff time, and change your amortization schedule.
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Compare your current mortgage with a refinance offer to estimate monthly payment change, payoff timing, closing cost break-even, and total cost difference.
| Current loan | New loan | Difference | |
|---|---|---|---|
| Loan amount | $0 | $0 | $0 |
| Loan term | 0 months | 0 months | Same |
| Interest rate | 0.000% | 0.000% | 0.000 pts |
| Monthly payment | $0/mo | $0/mo | $0/mo |
| Total interest | $0 | $0 | $0 |
| Total payments | $0 | $0 | $0 |
| Closing costs | $0 | $0 | $0 |
The refinance result compares your current principal-and-interest path with the proposed new loan. A lower monthly payment can help cash flow, but the total cost matters if the new term is longer.
This comparison does not include escrow refunds, tax effects, credit-score changes, prepayment penalties, property value changes, or lender-specific closing disclosures.
Compare your current mortgage with a refinance offer to estimate payment change, break-even timing, and total cost difference.
A refinance can lower your monthly payment, reduce interest, or both.
The right choice depends on the new rate, new term, closing costs, and whether you keep the loan long enough to pass the break-even point.
A lower payment is not automatically better if it comes from restarting a longer loan term and increasing total interest.
The calculator compares principal and interest on your current loan path with the proposed refinance path.
The current payment is estimated from remaining balance, current rate, and time left. The refinance payment is estimated from the new balance, rate, and term.
If closing costs are paid upfront, they are subtracted from savings. If costs are rolled into the new loan, they increase the new loan balance. Current mortgage payments stop after the current loan would be paid off.
M = B \cdot \frac{r(1+r)^n}{(1+r)^n - 1}
B is the loan balance, r is the monthly interest rate, and n is the number of monthly payments remaining or selected for the new loan.
B_{new} = B + C_f
C_f is the portion of closing costs rolled into the new loan. If closing costs are paid upfront, C_f is 0.
S_m = M_{current} - M_{new}
A positive S_m means the refinance has a lower monthly principal and interest payment.
D_t = -C_u + \sum_{i=1}^{t}(P_{current,i} - P_{new,i})
C_u is upfront closing cost. P_current,i is 0 after the current loan would be paid off; P_new,i is 0 after the refinance loan would be paid off.
\operatorname{BreakEven} = \min\{t : D_t \ge 0\}
The break-even point is the first month when cumulative refinance savings have recovered any upfront closing costs.
The comparison does not include taxes, insurance, credit score changes, escrow refunds, prepayment penalties, or tax effects.
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