How to Calculate Your Monthly Mortgage Payment (Step-by-Step)
You're about to borrow a few hundred thousand dollars, and your lender hands you a monthly payment number. But where does that figure actually come from? Most people accept it without question - and end up confused when their payment doesn't drop the way they expected, or surprised by how slowly their loan balance shrinks.
Understanding how your monthly mortgage payment is calculated takes about five minutes. Once you do, you'll be able to spot errors, run your own scenarios before talking to a lender, and make smarter decisions about loan term, down payment, and refinancing. Here's everything you need to know.
What Makes Up a Monthly Mortgage Payment?
A mortgage payment is not just "the money you owe on your house." It's made up of four distinct components, often abbreviated as PITI:
When mortgage calculators ask for a "monthly payment," they're usually calculating only the principal + interest (P&I) portion - the part tied to your loan terms. Taxes and insurance vary by location and insurer, so they're added separately.
How to Calculate Your Monthly Mortgage Payment - Step by Step
The formula lenders use is called the fixed-rate mortgage payment formula. You don't need to memorise it, but understanding it helps you see exactly what drives your payment up or down.
The formula:
M = P × [r(1+r)^n] ÷ [(1+r)^n − 1]
Where:
Step 1: Find your loan amount (P)
Subtract your down payment from the purchase price. On a $400,000 home with 10% down ($40,000), your loan amount is $360,000.
Step 2: Convert the annual interest rate to monthly (r)
Divide your annual rate by 12. At 6.8% annual interest, your monthly rate is 6.8% ÷ 12 = 0.5667%, or 0.005667 as a decimal.
Step 3: Calculate total number of payments (n)
For a 30-year loan: 30 × 12 = 360 payments. For a 15-year loan: 15 × 12 = 180 payments.
Step 4: Plug into the formula
M = 360,000 × [0.005667 × (1.005667)^360] ÷ [(1.005667)^360 − 1]
M = 360,000 × [0.005667 × 7.074] ÷ [7.074 − 1]
M = 360,000 × 0.04007 ÷ 6.074
M = $2,375/month (principal + interest only)
Step 5: Add taxes and insurance
For a $400,000 home in a typical US market, property taxes average around $4,000-$6,000/year ($333-$500/month) and homeowners insurance runs $1,200-$2,000/year ($100-$167/month). Add these to get your total monthly housing cost.
Worked Example: A Home Purchase in Austin, Texas
Meet Sarah - 34 years old, buying her first home in Austin. Here are her numbers:
P&I calculation:
Monthly rate = 6.9% ÷ 12 = 0.575% = 0.00575
n = 360
M = 378,000 × [0.00575 × (1.00575)^360] ÷ [(1.00575)^360 − 1]
M = $2,498/month (principal + interest)
Adding PITI:
Total monthly payment: ~$3,468
Sarah's lender quoted her $3,450 - close enough, with minor rounding. Now she can verify any lender's quote herself.
Monthly Payment by the Numbers
How much does your interest rate or loan term actually move the needle? More than most buyers expect.
| Loan Amount | Interest Rate | 30-Year Payment | 15-Year Payment |
|---|---|---|---|
| $250,000 | 6.0% | $1,499 | $2,109 |
| $250,000 | 6.9% | $1,650 | $2,232 |
| $350,000 | 6.0% | $2,098 | $2,952 |
| $350,000 | 6.9% | $2,310 | $3,124 |
| $500,000 | 6.0% | $2,998 | $4,219 |
| $500,000 | 6.9% | $3,300 | $4,463 |
*P&I only. Based on fixed-rate mortgage. Taxes, insurance, and PMI not included.*
A 0.9% difference in interest rate on a $350,000 loan costs you an extra $212/month - or $76,320 over 30 years. This is why shopping lenders and improving your credit score before applying can save you tens of thousands of dollars.
Common Mistakes to Avoid
The Bottom Line
Your monthly mortgage payment is a formula - not a mystery. Loan amount, interest rate, and loan term are the three variables that drive your P&I payment, and you can run any scenario yourself in seconds. The full housing cost (PITI + PMI) adds taxes, insurance, and sometimes PMI on top of that.
The best move before talking to any lender is to know your number first. Our free Mortgage Calculator gives you the answer in under 30 seconds.
Use our free Mortgage Calculator to apply what you have learned.
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