Mortgage Points Calculator
Find out exactly when buying discount points pays off — compare 0–3 point scenarios side-by-side, see your break-even month, and determine the optimal number of points based on how long you'll keep the loan.
Compare 0–3 points on your $350,000 loan. Base rate: 7.0%.
Full 30-year total cost comparison for your $350,000 loan.
How to Use This Mortgage Points Calculator
Enter your loan details and point parameters to see whether buying discount points makes financial sense.
Quick Calculator
Input your Loan Amount, Rate Without Points, Number of Points, Cost Per Point (typically 1% of loan), and Rate Reduction Per Point (usually 0.125%–0.25%). The calculator shows your new rate, new monthly payment, monthly savings, upfront cost, and the exact month you break even on your investment.
Advanced — Point Scenarios
The Point Scenarios tab compares 0, 1, 2, and 3 points side by side, showing the rate, monthly payment, upfront cost, monthly savings, and break-even month for each. The Break-Even Chart visually plots cumulative savings vs your upfront cost over the loan term — the point where the blue line crosses the red dashed line is your break-even.
Professional — Total Cost Analysis, Tax Impact, Optimal Points
The Total Cost Analysis shows the full 30-year cost with and without points. The Tax Impact tab factors in the deductibility of points on a purchase, reducing your effective cost and shortening your break-even. The Optimal Points tab runs every half-point increment (0–4 points) against your expected hold period to identify which number of points produces the highest net savings.
How Mortgage Points Are Calculated
New Rate = Base Rate − (Rate Reduction Per Point × Number of Points)
Monthly Savings = Payment(Base Rate) − Payment(New Rate)
Break-Even Months = Points Cost / Monthly Savings
Example:
Loan: $350,000 | Base Rate: 7.00% | 2 Points at 1% each, 0.25% reduction/pt
Points Cost = $350,000 × 1% × 2 = $7,000
New Rate = 7.00% − (0.25% × 2) = 6.50%
Payment at 7.00%: $2,329/mo → Payment at 6.50%: $2,213/mo
Monthly Savings = $116/mo
Break-Even = $7,000 / $116 = 60 months (5 years)
Example: Should Alex Buy Points?
Alex takes a $400,000 mortgage and plans to stay 8 years — Austin, TX
Alex is quoted 7.25% with no points or 6.75% with 2 points. Each point costs $4,000 (1%), so 2 points costs $8,000.
| Loan Amount | $400,000 |
| Rate (no points) | 7.25% |
| Rate (2 points) | 6.75% |
| Points Cost | $8,000 |
| Monthly Savings | $118/month |
| Break-Even | 68 months (5.7 years) |
| Alex's Hold Period | 8 years (96 months) |
| Net Savings at Year 8 | +$3,328 |
| 30-Year Interest Saved | $42,480 |
Since Alex plans to stay 8 years and breaks even at 5.7 years, buying 2 points makes financial sense — netting $3,328 before tax benefits. After factoring in the tax deduction at a 22% rate, the effective break-even drops to about 5 years.