Mortgage Points vs Higher Rate 2026:
Should You Buy Down?
The big question: Pay 1 point ($4,000) to lower rate 0.25% OR take higher rate and save cash? Break-even analysis: 1 point saves $60/mo = 67 months to break even. Current rates: 6.5% (0 points) vs 6.25% (1 point) vs 6.0% (2 points). Complete calculator + decision framework below.
๐ฐ Real Cost Comparison (May 2026)
| Scenario ($400K Loan) | Points Cost | Interest Rate | Monthly Payment | Break-Even |
|---|---|---|---|---|
| 0 Points (Baseline) | $0 | 6.50% | $2,528/mo | โ |
| 1 Point | $4,000 | 6.25% | $2,462/mo | 61 months |
| 2 Points | $8,000 | 6.00% | $2,398/mo | 62 months |
| 3 Points | $12,000 | 5.75% | $2,335/mo | 62 months |
โ Buy Points If:
- โ Staying in home 6+ years
- โ Have extra cash after 20% down
- โ Want lowest monthly payment
- โ Can't qualify at higher rate (DTI)
- โ Rates are high (6%+)
- โ Forever home (10+ years)
โ Skip Points If:
- โ Selling/refinancing in 3-5 years
- โ Tight on cash for closing
- โ Rates expected to drop soon
- โ Prefer investment flexibility
- โ High-interest debt to pay off
- โ Uncertain timeline
Compare 5+ Lender Rates in 2 Minutes
The same borrower on the same day gets different rates from different lenders. On a $400K loan, a 0.50% gap = $32,000 over 30 years. Soft pull only โ no SSN needed for initial quotes.
6.28%
Best rate today
$90/mo
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๐ Break-Even Analysis by Loan Amount
| Loan Amount | 1 Point Cost | Monthly Savings | Break-Even | 10-Year Savings |
|---|---|---|---|---|
| $300,000 | $3,000 | $49/mo | 61 months | $2,880 |
| $400,000 | $4,000 | $66/mo | 61 months | $3,920 |
| $500,000 | $5,000 | $82/mo | 61 months | $4,840 |
| $600,000 | $6,000 | $99/mo | 61 months | $5,880 |
๐ก Key Insight
Break-even is consistent at ~61 months (5.1 years) regardless of loan amount. The decision depends on your timeline, NOT your loan size. If you stay 6+ years, points save money. If you sell/refinance in 3-5 years, skip points.
๐ฏ Ready to Decide on Mortgage Points?
Get personalized quotes with 0, 1, and 2 point scenarios. Compare break-even timelines and make the right choice for your situation.
