Mortgage Points Break-Even Calculator

Calculate when buying mortgage points pays off. Compare 0, 1, and 2 point scenarios side by side to find your break-even month and total interest savings.

$
%
Typically 0.25%
%

Cost per point: $4,000.00

No Points

Rate
7.00%
Monthly Payment
$2,661.21
Principal + interest per month
Upfront Cost
$0.00
Total Interest
$558,035.59
Total interest over loan life

1 Point

Rate
6.75%
Monthly Payment
$2,594.39
Principal + interest per month
Upfront Cost
$4,000.00
Monthly Savings
$66.82
vs no points
Break-Even
60 months
~5 years
Net Savings
$20,054.33
Over full 30-year term
Total Interest
$533,981.26
Total interest over loan life

2 Points

Rate
6.50%
Monthly Payment
$2,528.27
Principal + interest per month
Upfront Cost
$8,000.00
Monthly Savings
$132.94
vs no points
Break-Even
61 months
~5.1 years
Net Savings
$39,857.64
Over full 30-year term
Total Interest
$510,177.95
Total interest over loan life
Planning notes, formulas, and examples

About the Mortgage Points Break-Even Calculator

Mortgage discount points let you pay upfront to lower your interest rate. Whether buying points makes financial sense depends mainly on how long you keep the loan and how much rate reduction the lender actually offers for the fee charged. Stay past the break-even month and the lower rate may save money; refinance or sell earlier and the upfront cost can outweigh the benefit.

This Mortgage Points Break-Even Calculator compares three scenarios โ€” zero, one, and two points โ€” side by side. You'll see the upfront cost, the monthly savings, the exact break-even month, and the total interest saved over the full term. Use it to make a data-driven decision before closing.

Buying points is especially worth analyzing when rates are high, because the monthly savings from a 0.25 % reduction is larger on a bigger base rate. Conversely, if you plan to move within a few years, skipping points usually wins.

When This Page Helps

Points only work when the payment savings recover the upfront fee before you exit the loan. This calculator shows the break-even month and the full-term interest impact so you can compare the buy-down with other uses of cash at closing.

How to Use the Inputs

  1. Enter your loan amount (home price minus down payment).
  2. Enter the base interest rate quoted with zero points.
  3. Set the rate reduction per point (default 0.25 %).
  4. Set the loan term (15 or 30 years).
  5. Review the side-by-side comparison of 0, 1, and 2 points.
  6. Check the break-even month for each scenario.
  7. Compare total interest paid over the full term.
Formula used
Cost per point = Loan Amount ร— 1 %. Rate with N points = Base Rate โˆ’ (N ร— Rate Reduction). Monthly Payment = P ร— r(1+r)^n / [(1+r)^n โˆ’ 1]. Monthly Savings = Paymentโ‚€ โˆ’ PaymentN. Break-Even Months = Cost of Points รท Monthly Savings.

Example Calculation

Result: 1 point breaks even at month 60 (~5.0 years)

One point costs $4,000 (1 % of $400,000) and drops the rate from 7.0 % to 6.75 %. The monthly payment falls from $2,661 to $2,594, saving about $67/month. Dividing $4,000 by the monthly savings gives a break-even of 60 months. Over 30 years, buying one point saves about $20,054 after subtracting the upfront point cost.

Tips & Best Practices

  • Points become more compelling the longer you expect to keep the loan unchanged.
  • Two points doubles the upfront cost โ€” make sure the second point's break-even still fits your timeline.
  • Points are tax-deductible in the year of purchase for a primary home purchase (consult your tax advisor).
  • Compare buying points vs putting that cash toward a larger down payment to reduce PMI.
  • If rates drop significantly, you may refinance before reaching break-even โ€” erasing the benefit.
  • Some lenders offer fractional points (0.5, 0.75) โ€” ask for a rate sheet to find your sweet spot.

When Buying Points Makes Sense

The ideal candidate for mortgage points is someone who plans to stay in the home for many years, has excess cash at closing, and is borrowing at a relatively high rate. The larger the loan and the higher the base rate, the greater the monthly savings per point โ€” and the faster you reach break-even.

When to Skip Points

If you're buying a starter home and plan to move within three to five years, the upfront cost of points likely won't be recovered. Similarly, in a falling rate environment, you may refinance before reaching break-even. Each refinance resets the clock because the old points are gone.

Points vs Larger Down Payment

Instead of buying points, you could put the same cash toward a larger down payment. A bigger down payment reduces the loan amount (lowering the payment) and may eliminate PMI if you reach 20 %. Run both scenarios to find the better use of your cash at closing.

Sources & Methodology

Last updated:

Methodology

This page treats one point as 1% of the entered loan amount and compares the no-points payment path with one-point and two-point scenarios using the user-entered rate reduction per point. Break-even is calculated by dividing the upfront point cost by the monthly payment savings, while long-run net savings subtract the point cost from the difference in total scheduled interest across the term.

It is a buy-down worksheet rather than a lender pricing sheet. The actual rate improvement per point, tax treatment, and break-even outcome depend on the real quote, how long the borrower keeps the loan, and whether a refinance or sale happens before the break-even month.

Sources

  • What are discount points or points? (Consumer Financial Protection Bureau) โ€” CFPB explanation of mortgage discount points as prepaid interest used to reduce the quoted rate.
  • Loan Estimate (Consumer Financial Protection Bureau) โ€” CFPB disclosure guide showing where rate, points, and closing costs appear in mortgage-shopping documents.

Frequently Asked Questions

  • A mortgage discount point is an upfront fee equal to 1% of the loan amount that can reduce the quoted mortgage rate. The exact reduction per point is lender-specific, so the best comparison is the actual rate sheet or Loan Estimate.