Discount points, origination points, break-even math, tax deductibility, and how to compare loan quotes that mix rates and fees โ everything you need to make the right call.
When lenders talk about "points," they may mean two entirely different things. Mixing them up is one of the most common mistakes borrowers make when comparing loan quotes.
Discount points are prepaid interest you pay upfront to permanently reduce your mortgage interest rate. One point equals 1% of the loan amount. The rate reduction per point varies by lender, loan type, and market conditions โ but typically falls between 0.20% and 0.35% per point in 2026.
Example: On a $400,000 loan, 1 discount point costs $4,000 and might reduce your rate from 6.75% to 6.5% โ saving roughly $65/month in P&I payments.
Origination points are a fee the lender charges for processing your loan. They do not reduce your interest rate. One origination point = 1% of the loan amount = $4,000 on a $400,000 loan. This is simply a cost of getting the loan. When comparing lenders, a low advertised rate paired with high origination points may be worse than a slightly higher rate with zero points.
Before paying for discount points, you need to answer one question: How long until the monthly savings pay back the upfront cost? This is your break-even point.
Break-Even (months) = Cost of Points รท Monthly Payment Savings
If you stay in the home and keep the loan for more than 5 years, the point pays for itself and you save money every month thereafter. If you sell or refinance before 5 years, you paid $4,000 and didn't fully recover it โ a net loss.
| Points | Upfront Cost | Rate | Monthly P&I | Monthly Savings | Break-Even |
|---|---|---|---|---|---|
| 0 points | $0 | 6.75% | $2,594 | โ | โ |
| 0.5 points | $2,000 | 6.625% | $2,561 | $33 | ~61 months |
| 1 point | $4,000 | 6.50% | $2,528 | $66 | ~61 months |
| 2 points | $8,000 | 6.25% | $2,463 | $131 | ~61 months |
| 3 points | $12,000 | 6.00% | $2,398 | $196 | ~61 months |
Notice the break-even period is similar regardless of how many points you buy โ because the ratio of cost to savings tends to stay roughly constant. The real question isn't "how many points?" โ it's "will I stay long enough to break even on any points?"
Negative points work in reverse: the lender pays you a credit toward closing costs in exchange for you accepting a higher interest rate. This is called a "lender credit" or "negative points."
Example: At 7.00% (instead of 6.75%), the lender offers a $4,000 credit toward closing. You're paying an extra $65/month โ but you received $4,000 upfront. Break-even: $4,000 รท $65 = 62 months. If you sell or refinance before 62 months, the lender credit was a net win. If you stay longer, you've paid more in total.
Lender credits are useful when you're short on cash at closing, buying in an expensive market, or are confident you'll sell or refinance before the break-even. They're the mirror image of discount points โ and the same math applies.
Discount points paid on a home purchase loan are generally fully deductible in the year paid for taxpayers who itemize deductions on Schedule A. This can dramatically improve the economics of buying points.
Refinance exception: Points paid on a refinance are NOT fully deductible in year one โ they must be amortized (deducted ratably) over the life of the loan. This is a significant difference from a purchase.
If you're in the 22% federal tax bracket and pay $4,000 in points on a home purchase, your after-tax cost is $4,000 ร (1 - 0.22) = $3,120. That reduces your break-even from 61 months to ~47 months โ nearly a full year faster. At the 32% bracket, after-tax cost is $2,720 and break-even shrinks to 41 months.
Lenders present quotes in many forms โ some lead with a low rate and high points, others with a higher rate and zero points. The only accurate way to compare is to calculate the total cost at your expected ownership horizon.
| Lender A | Lender B | |
|---|---|---|
| Rate | 6.375% | 6.75% |
| Points/origination | 1.5 points ($6,750) | 0 points |
| Monthly P&I | $2,808 | $2,917 |
| Monthly savings (vs. B) | $109/month | โ |
| Break-even on points | 62 months | โ |
| Total cost at 5 years (60 mo.) | $175,230 | $175,020 |
| Total cost at 7 years (84 mo.) | $242,622 | $245,028 |
| Total cost at 10 years (120 mo.) | $343,710 | $350,040 |
At 5 years, Lender B (no points) is almost exactly the same. At 7 years, Lender A (with points) wins by $2,400. At 10 years, Lender A wins by $6,300. If you're planning a 10+ year stay, Lender A's quote is better. Short stay? Lender B wins cleanly.
APR (Annual Percentage Rate) incorporates fees and points into an effective annualized rate, making it better than rate alone for comparisons. But APR assumes you hold the loan to full term (30 years). For any realistic shorter ownership horizon, the break-even calculation above is more accurate. Always run both.
See exactly how much a lower rate saves per month with your specific loan amount, down payment, and term. Model different rate scenarios before deciding whether buying points makes sense.
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