RentWiseCalc

Mortgage Points Break-Even Calculator

Mortgage discount points let you prepay interest upfront to secure a lower interest rate for the life of your loan. Each point costs 1% of the loan amount and typically reduces your rate by 0.125%–0.375%. The Mortgage Points Calculator shows you the upfront cost, monthly savings, and exact break-even timeline — so you can decide whether buying points makes financial sense given how long you plan to stay in the home.

$
%
pts

Each point costs 1% of the loan amount

%

Lenders typically offer 0.125%–0.375% per point

Points Cost (Upfront)

$3,500.00

Rate Without Points

7.250%

Rate With Points

7.000%

Monthly Savings

$59.06

Break-Even Point

60 months (5.0 yrs)

Total Interest Saved (Full Term)

$21,260.97

How to use this calculator

  1. 1

    Enter your loan amount

    Input the mortgage amount you are borrowing. Each point will cost 1% of this figure.

  2. 2

    Enter the base interest rate

    Input the interest rate your lender quoted without any discount points.

  3. 3

    Enter the number of points to buy

    Enter how many discount points you are considering purchasing. Common amounts are 0.5, 1, 1.5, or 2 points. You can enter fractions (e.g. 0.25).

  4. 4

    Enter the rate reduction per point

    Input the rate reduction your lender offers per point purchased — typically 0.125% to 0.375%. Ask your lender for their specific buydown schedule.

  5. 5

    Select the loan term

    Choose the term of your mortgage. Longer terms mean more total interest savings from points, but also longer break-even timelines.

  6. 6

    Review break-even and savings

    The calculator shows the upfront points cost, your reduced rate, monthly savings, break-even month, and total interest saved over the full loan term.

Formula

Points Cost = pointsCount ÷ 100 × loanAmount

Rate with Points = baseRate − (pointsCount × rateReductionPerPoint)

Monthly Payment = P[r(1+r)^n] / [(1+r)^n − 1]
  (calculated for both base rate and discounted rate)

Monthly Savings = monthlyPaymentNoPoints − monthlyPaymentWithPoints

Break-Even Months = Points Cost ÷ Monthly Savings

Total Interest Saved = (monthlyNoPoints − monthlyWithPoints) × termMonths

Each point purchased reduces your interest rate by the lender-specified amount. The break-even month is found by dividing the upfront cost by the monthly savings — buying points is beneficial only if you stay in the home past this point. Example: on a $350,000 loan at 7.25%, buying 1 point ($3,500) for a 0.25% rate reduction to 7.00% lowers your monthly payment by ~$58. Break-even = $3,500 / $58 ≈ 61 months (5.1 years). Total interest saved over 30 years ≈ $20,700 — far exceeding the $3,500 cost.

Worked Example

Loan Amount: $350,000 Base Rate: 7.25% Points Purchased: 1 point Rate Reduction per Point: 0.25% Points Cost: 1% × $350,000 = $3,500 New Rate: 7.25% − 0.25% = 7.00% Monthly payment at 7.25% (30 yr): ~$2,388 Monthly payment at 7.00% (30 yr): ~$2,329 Monthly Savings: ~$58/month Break-Even: $3,500 ÷ $58 ≈ 61 months (5.1 years) If you stay in the home beyond 5.1 years, buying the point saves money. Over 30 years, total interest saved ≈ $58 × 360 = $20,880 minus the $3,500 cost = net savings of ~$17,380.

Frequently Asked Questions

Related Tools