30-Year Mortgage Rates Hit 6.95% in September 2026: What Each Move Costs per Month

2026-09-18

Short answer: The Freddie Mac 30-year fixed average was 6.95% for the week ending 17 September 2026, up from 6.76% the week before — the highest since January. On a $400,000 30-year loan that one-week move raises the payment from $2,597.05 to $2,647.79: $50.74 a month, about $18,270 over the full term.

The figure

Freddie Mac’s Primary Mortgage Market Survey put the 30-year fixed average at 6.95% for the week ending 17 September 2026, up from 6.76% the previous week and the highest reading since January.

A 0.19-point move in one week sounds like noise. It is not, because a mortgage rate is applied to a large balance for a long time, and the payment formula is not linear.

The arithmetic

monthly principal and interest = P × r ÷ (1 − (1 + r)^−n)

where P is the loan amount, r is the annual rate divided by 12, and n is the number of monthly payments.

On a $400,000 loan over 30 years (n = 360):

RateMonthly P&IOver 360 payments
6.76%$2,597.05$934,938
6.95%$2,647.79$953,204
Difference$50.74$18,266

One week of rate movement, on one loan, is about eighteen thousand dollars of interest across the term. Nothing about the house changed.

Widening it to a full percentage point on the same loan:

RateMonthly P&I
5.95%$2,385.42
6.95%$2,647.79
Difference$262.37/month

A useful field approximation at these rates: each percentage point costs roughly 65 a month per 100,000 borrowed.

What this changes

It moves the affordability ceiling, not the price. If your budget is a monthly payment, a rate rise reduces the loan that payment supports. At 6.76%, 2,597 a month supports 400,000; at 6.95% the same 2,597 supports about 392,300. The same buyer, one week apart, qualifies for roughly $7,700 less house.

It raises the value of a bigger down payment. Every dollar you do not borrow avoids the full mortgage rate. At 6.95%, that is a guaranteed 6.95% return on the money, against roughly 4% in a high-yield savings account — with the caveat that savings stay liquid and equity does not.

It makes the rate-lock window an actual decision. A 0.19-point move in seven days is $50 a month for thirty years. If your lock expires before closing, the extension fee is usually cheap relative to what re-pricing at a new rate can cost.

What would reverse the conclusion

Run your own numbers in the mortgage payoff calculator →

Frequently asked questions

How much does one percentage point actually cost?
On a $400,000 30-year loan, going from 5.95% to 6.95% raises the monthly principal and interest from $2,385.42 to $2,647.79 — $262.37 a month, or about $3,148 a year. Rate moves are not linear in the loan size, but at typical rates a rough rule is that each percentage point costs about $65 a month per $100,000 borrowed.
Should I wait for rates to fall before buying?
That question has two sides and this page can only quantify one of them. A lower rate cuts the payment; waiting also exposes you to whatever the price does in the meantime, and to rent paid in the interim. A 1-point fall on a $400,000 loan saves about $262 a month, and a 5% rise in the purchase price on the same house adds roughly $131 a month at 6.95%. Which dominates depends on your local market, not on the rate alone.
Does a higher rate change how much I should put down?
It raises the return on a larger down payment, because every dollar not borrowed saves the full rate rather than a savings yield. At 6.95%, $10,000 not borrowed saves about $66 a month in principal and interest. Against a savings account paying around 4%, borrowing that $10,000 costs roughly 3 percentage points a year in net terms — before considering that cash in the bank stays available and home equity does not.
Why is the rate I was quoted higher than the survey average?
The survey describes conventional, conforming loans for well-qualified borrowers, typically with a solid down payment and often with some discount points included. Jumbo loans, investment properties, lower credit scores, smaller down payments and zero-point pricing all sit above it. The survey is a trend line, not a price list.

How this is calculated

Method

This page states a figure from a named primary source with the date it was verified, then applies it to the arithmetic shown on the page.

Formula

monthly principal and interest = P × r ÷ (1 − (1 + r)^−n), where P is the loan amount, r is the annual rate ÷ 12, and n is the number of monthly payments

Sources

Limits

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