Points vs Lender Credits Calculator
Compare buying discount points (lower rate, higher upfront cost) against taking lender credits (higher rate, cash back at closing) and the par rate baseline. Find the option that saves you the most money based on how long you plan to stay.
Every lender uses a "rate sheet" — a pricing matrix that shows the relationship between interest rate and cost/credit. Understanding this gives you negotiating power.
| Rate | Cost/Credit | Monthly Payment | Total Interest | vs Par |
|---|---|---|---|---|
| 6.5% | Pay $8,000 | $2,528/mo | $510,178 | -$47,858 interest |
| 6.8% | Pay $4,000 | $2,594/mo | $533,981 | -$24,054 interest |
| 7.0% (PAR) | $0 | $2,661/mo | $558,036 | Baseline |
| 7.3% | Receive $4,000 | $2,729/mo | $582,334 | +$24,298 interest |
| 7.5% | Receive $8,000 | $2,797/mo | $606,869 | +$48,833 interest |
How to Use This Calculator
Enter your Loan Amount and Base Rate (the par rate your lender quoted with no points or credits). Then enter the Cost to Buy 1 Point (typically 1% of loan = 0.25% rate reduction) and the Lender Credit Amount available in exchange for a 0.25% rate increase. The calculator instantly shows all three options side by side with payments, total interest, and break-even timelines.
The "Stay Length Strategy" tab in the Advanced section is the most actionable analysis — enter how long you realistically plan to keep this mortgage and get a direct recommendation.
Points vs Credits Formula
Rate with Credits = Base Rate + (Credit / Loan Amount / 0.01 x 0.25%)
Monthly Savings (Points) = Payment(Base Rate) - Payment(Lower Rate)
Break-Even Months (Points) = Point Cost / Monthly Savings
Monthly Extra Cost (Credits) = Payment(Higher Rate) - Payment(Base Rate)
Credit Payback Period = Credit Amount / Monthly Extra Cost
Points and credits are mirror images of each other on the lender's rate sheet. Every 0.25% rate change typically corresponds to roughly 1% of the loan amount in points or credits, though the exact pricing varies by lender, day, and loan profile.
Example: $400,000 Loan at 7.0% Par Rate
Three Options Compared
| Buy 1 Point | Base Rate | Take Credit | |
| Interest Rate | 6.75% | 7.00% | 7.25% |
| Monthly Payment | $2,594 | $2,661 | $2,729 |
| Upfront Cost/Credit | -$4,000 | $0 | +$4,000 |
| Break-Even | ~5 years | N/A | ~5 years |
| Best For | Stay 7+ years | Stay 5-7 years | Stay under 5 years |
At 7 years, buying the point has saved $5,628 in payments while costing $4,000 upfront — net gain of $1,628. At 7 years, the credit has cost $5,712 in extra payments while providing $4,000 upfront — net loss of $1,712. The break-even is symmetric, but the decision is asymmetric: your stay length determines everything.