Mortgage Points Calculator

Enter your loan amount, number of points, interest rate, and loan term to calculate the break-even point, monthly savings, and lifetime net savings from buying mortgage discount points.
Luis GonzalezCreated by Luis GonzalezLast updated:

How to Use This Calculator

  1. 1

    Enter the Loan Amount

    Input the total amount of your mortgage loan in dollars.

  2. 2

    Specify the Number of Points

    Provide the number of discount points you plan to purchase (each point costs 1% of the loan amount).

  3. 3

    Input Interest Rate (No Points)

    Enter the annual interest rate offered without purchasing any points.

  4. 4

    Set the Loan Term

    Indicate the total length of your mortgage in years.

  5. 5

    Review your results

    The calculator displays the Break-Even Point, Cost of Points, Monthly Savings, New Interest Rate, and Lifetime Net Savings. The insights panel shows the rate reduction details and interest comparison with a breakdown bar. A chart and table show net savings over time.

Example Calculation

A homebuyer is deciding whether to purchase 2 mortgage points on a $300,000, 30-year mortgage at 7%.

Loan Amount ($)

300,000

Number of Points (points)

2

Interest Rate (No Points) (%)

7

Loan Term (years)

30

Results

Break-Even

61 months

Cost of Points

$6,000

Monthly Savings

$99.70

New Rate

6.500%

Net Savings

$29,893

Tips

Plan Your Stay

Mortgage points are only beneficial if you stay in the home longer than the break-even point. With 2 points on a $300,000 loan at 7%, the break-even is 61 months (~5.1 years). If you plan to sell or refinance sooner, points will cost more than they save.

Negotiate Point Cost

The value of a point (how much it reduces the interest rate) can sometimes be negotiated. Don't assume 0.25% per point is fixed — ask your lender if they offer different rate reductions for a point.

Tax Deductibility of Points

Mortgage points paid to acquire a primary residence are generally tax-deductible as prepaid interest in the year they are paid, up to certain IRS limits. Consult a tax professional for specific guidance on your 2026 tax situation.

Analyzing the Value of Purchasing Mortgage Points

The Mortgage Points Calculator is a vital tool for homebuyers weighing the financial benefits of "buying down" their interest rate. This calculator helps determine if paying an upfront fee, known as mortgage points, is a wise investment by calculating your break-even point, monthly savings, and lifetime net savings.

For instance, purchasing 2 points on a $300,000 loan at 7% will cost $6,000 but reduces your rate to 6.5%, saving you $99.70 per month. It takes 61 months (~5.1 years) to recoup the initial cost, with $29,893 in lifetime net savings over the full 30-year term.

Deciding If Mortgage Points Are Right For You

Deciding whether to purchase mortgage points involves a careful assessment of your financial goals, anticipated homeownership duration, and current market conditions. The primary benefit of points is a lower interest rate, leading to reduced monthly payments and significant lifetime interest savings. However, this comes at an upfront cost, typically 1% of the loan amount per point.

Generally, if you plan to stay in your home for many years beyond the calculated break-even point, buying points can be a sound strategy. Conversely, if you expect to move, sell, or refinance within a few years, the upfront expense may not be recouped, making points a less attractive option.

The Mathematics of Mortgage Point Evaluation

The Mortgage Points Calculator determines the financial viability of purchasing discount points by comparing two amortization scenarios: one with the original interest rate and one with the rate reduced by points.

Cost of Points = Loan Amount x Number of Points x 0.01
Interest Rate (With Points) = Interest Rate (No Points) - (Number of Points x 0.25%)
Monthly Payment = Loan Amount x [Monthly Rate x (1 + Monthly Rate)^Total Months] / [(1 + Monthly Rate)^Total Months - 1]
Monthly Savings = Payment (No Points) - Payment (With Points)
Break-Even Point (months) = Cost of Points / Monthly Savings
Lifetime Net Savings = Total Interest Saved - Cost of Points

In these formulas, Monthly Rate is the annual interest rate divided by 1200, and Total Months is the loan term in years multiplied by 12.

💡 To see the detailed breakdown of how your principal and interest payments change over time with and without points, our Mortgage Amortization Calculator provides a full schedule.

Illustrating a Mortgage Points Decision

Let's consider a homebuyer taking out a $300,000 mortgage for 30 years.

Without points, the interest rate is 7%.

They are considering purchasing 2 discount points.

  1. Calculate Cost of Points: Each point costs 1% of the loan amount, so 2 points will cost $300,000 x 0.02 = $6,000.
  2. Determine New Interest Rate: Each point reduces the rate by 0.25%, so 2 points lower the rate by 0.50%. The new interest rate is 7% - 0.50% = 6.5%.
  3. Calculate Monthly Payments:
    • At 7% interest, the monthly payment is $1,995.91.
    • At 6.5% interest, the monthly payment is $1,896.20.
  4. Calculate Monthly Savings: $1,995.91 - $1,896.20 = $99.70 per month.
  5. Determine Break-Even Point: $6,000 / $99.70 = 60.18 months, rounded up to 61 months (~5.1 years).
  6. Lifetime Net Savings: Total interest saved ($35,893) minus cost of points ($6,000) = $29,893.

This analysis shows the homeowner needs to keep the mortgage for at least 5 years and 1 month to benefit financially from buying points.

💡 Before finalizing your mortgage, use our Mortgage Affordability Calculator to ensure the total monthly payment, even with a lower rate, fits comfortably within your budget.

Lender Perspectives on Mortgage Points

Lenders offer mortgage points as a way to adjust the yield on a loan and manage risk, providing flexibility to borrowers while optimizing their own profitability. From a lender's standpoint, selling discount points allows them to receive some of the interest income upfront, which can be advantageous in a rising interest rate environment or if they plan to sell the loan on the secondary market.

While a common reduction is 0.25% per point, this is not universally fixed — lenders can adjust this value based on market conditions. Their goal is to balance offering competitive rates with ensuring the loan is profitable over its lifetime.

Frequently Asked Questions

What are mortgage points and how do they work?

Mortgage points, also known as discount points, are fees paid upfront to your lender in exchange for a lower interest rate on your mortgage loan. Each point typically costs 1% of the total loan amount and can reduce your interest rate by approximately 0.25%. Paying points effectively 'buys down' your interest rate, leading to lower monthly payments and reduced total interest paid over the life of the loan.

What is a break-even point when buying mortgage points?

The break-even point is the number of months it takes for the monthly savings from a lower interest rate to equal the upfront cost of purchasing mortgage points. For example, if 2 points cost $6,000 and save you $99.70 per month, your break-even point is 61 months (~5.1 years). If you sell or refinance before this point, you will have spent more on points than you saved.

Are mortgage points always a good investment?

Mortgage points are not always a good investment; their value depends on how long you plan to keep the mortgage. If you intend to stay in your home for many years past the break-even point, the lifetime interest savings can be substantial — for example, $29,893 in net savings on a $300,000 loan with 2 points. However, if you anticipate moving or refinancing within a few years, the upfront cost may outweigh the benefits.

Can I finance mortgage points into my loan?

Yes, in many cases, you can finance the cost of mortgage points into your loan, rather than paying them out-of-pocket at closing. While this avoids a large upfront expense, it also means you'll be paying interest on the points themselves over the life of the loan, which can reduce the overall savings generated by the lower interest rate. It's important to weigh this trade-off when making your decision.