DecisionSheet

Lender credit or no points? When taking the higher rate wins

By DecisionSheet · Updated · 2026 tax figures

A lender credit is a discount point run backwards. Instead of paying cash at closing for a lower rate, you accept a higher rate and the lender pays cash toward your closing costs (CFPB). A loan with enough credit to cover all of them is sometimes sold as a no-closing-cost mortgage. Either way the question is the same as for points, with the answer flipped: the credit wins if the loan ends early, and loses if it lasts.

This page runs one credit through the mortgage points break-even calculator, which compares two offers on the same loan. The credit offer is Offer A, entered as negative points; the no-points offer is Offer B.

The example

Both prices are assumptions; real lenders quote their own trade between rate and credit, and the Loan Estimate shows it as a lender credit in the closing costs (CFPB: Loan Estimate). The cash the credit saves is assumed to stay invested at 4%, and so is each month's lower payment on the no-points loan. That keeps both borrowers spending the same money, so the only difference is which loan they chose.

When the credit runs out

The rule of thumb divides the credit by the extra payment: $4,000 ÷ $67.50 is 60 months. That overstates how long the credit lasts. The higher rate also repays principal more slowly, so the credit borrower owes more on the day the loan ends. Counting that, the no-points loan is ahead from month 48; counting the 4% the credit's cash earns in the meantime, from month 53 (4 years 5 months).

Loan ends after 1-point credit ahead by 2-point credit ahead by The 1-point credit's cost as a rate
2 years +$2,257 +$4,512 -40.5%
3 years +$1,340 +$2,676 -13.9%
5 years -$589 -$1,187 8.2%
7 years -$2,645 -$5,310 16.0%
10 years -$5,972 -$11,987 20.1%
30 years -$33,279 -$67,008 22.2%

A positive figure means taking the credit left you ahead of paying no points; a negative one, behind. Kept 3 years, the 1-point credit is $1,340 ahead. Open this scenario.

Calculator verdict for a $400,000, 30-year loan: 7.25% with a $4,000 lender credit as Offer A against 7% with no points as Offer B, kept 3 years with cash earning 4%. Offer A, the credit, ends $1,340 ahead; Offer B would be ahead only from month 53.

The last column treats the credit as what it is, a loan from the lender: $4,000 now, repaid through the higher payment and the higher balance at the end. It is the annual interest rate that borrowing works out to. Over 5 years it is 8.2%; over 10, 20.1%, far above the mortgage rate itself, and the credit is $5,972 behind. Open the 10-year scenario. A negative rate at a short stay means the loan ended before the credit was repaid: the lender paid you to borrow.

Chart over 30 years of the no-points offer's lead over the credit offer. It starts at -$4,000, crosses zero in year 5, and reaches $33,279 by year 30 with cash earning 4%.

A bigger credit, the same break-even

The 2-point credit doubles both the cash and the extra payment, and its break-even is month 53, against month 53 for the smaller one. That is because the example prices each point at the same quarter-point of rate. The size of the credit then scales the stakes, $2,676 ahead at 3 years instead of $1,340 (open it), without moving the month the advantage runs out. A real rate sheet need not price every step the same, so run each credit on offer separately.

Who should take the credit

Anyone expecting to keep the loan for a decade or more is usually better off declining the credit, and possibly buying points instead.

Assumptions and limits

Method and sources

The model is calculateMortgagePoints in the mortgage points break-even calculator, with the credit entered as negative points on Offer A. Each offer is amortized month by month with the standard fixed-rate payment formula. The no-points offer's lead at a month is its payment saving invested to that month, plus the credit offer's remaining balance minus its own, minus the credit grown at the same return. The credit's cost as a rate is the internal rate of return of the same cash flows, found by bisection. The figures above are the calculator's output on the inputs in the scenario links.

Open this scenario in the calculator

All figures on this page come from the Mortgage Points Break-Even calculator. Change any input there and the numbers update.