Mortgage Calculator
Work out the full monthly housing payment and see how the loan is repaid, year by year.
Result
Total monthly payment: $1,896.20Estimate
Property tax and insurance change over time and are averaged here from the annual figures you enter. Mortgage insurance usually ends at a loan-to-value threshold this does not model.
- Principal and interest
- $1,896.20
- Tax, insurance and fees
- $0.00Estimate
- Amount borrowed
- $300,000.00
- Loan to value
- 80%
- Total interest over the term
- $382,636.71
- Total of loan payments
- $682,636.71
| Year | Principal | Interest | Balance |
|---|---|---|---|
| 1 | $3,353.12 | $19,401.28 | $296,646.88 |
| 2 | $3,577.68 | $19,176.72 | $293,069.20 |
| 3 | $3,817.29 | $18,937.11 | $289,251.91 |
| 4 | $4,072.94 | $18,681.46 | $285,178.97 |
| 5 | $4,345.71 | $18,408.69 | $280,833.26 |
| 6 | $4,636.75 | $18,117.65 | $276,196.51 |
| 7 | $4,947.30 | $17,807.10 | $271,249.21 |
| 8 | $5,278.62 | $17,475.78 | $265,970.59 |
| 9 | $5,632.13 | $17,122.27 | $260,338.46 |
| 10 | $6,009.32 | $16,745.08 | $254,329.14 |
| 11 | $6,411.79 | $16,342.61 | $247,917.35 |
| 12 | $6,841.18 | $15,913.22 | $241,076.17 |
| 13 | $7,299.36 | $15,455.04 | $233,776.81 |
| 14 | $7,788.20 | $14,966.20 | $225,988.61 |
| 15 | $8,309.84 | $14,444.56 | $217,678.77 |
| 16 | $8,866.33 | $13,888.07 | $208,812.44 |
| 17 | $9,460.12 | $13,294.28 | $199,352.32 |
| 18 | $10,093.70 | $12,660.70 | $189,258.62 |
| 19 | $10,769.69 | $11,984.71 | $178,488.93 |
| 20 | $11,490.95 | $11,263.45 | $166,997.98 |
| 21 | $12,260.53 | $10,493.87 | $154,737.45 |
| 22 | $13,081.64 | $9,672.76 | $141,655.81 |
| 23 | $13,957.73 | $8,796.67 | $127,698.08 |
| 24 | $14,892.51 | $7,861.89 | $112,805.57 |
| 25 | $15,889.89 | $6,864.51 | $96,915.68 |
| 26 | $16,954.05 | $5,800.35 | $79,961.63 |
| 27 | $18,089.49 | $4,664.91 | $61,872.14 |
| 28 | $19,300.99 | $3,453.41 | $42,571.15 |
| 29 | $20,593.64 | $2,160.76 | $21,977.51 |
| 30 | $21,977.51 | $781.60 | $0.00 |
https://calcgallery.com/finance/mortgage-payment-calculator/
Results are arithmetic estimates based on the values you enter. Rates, fees and terms are set by your lender or provider, and your actual agreement controls what you pay or receive. Confirm important figures with them or with a qualified adviser. Read the full disclaimer
How to use the Mortgage Calculator
- Enter the home price and your down payment; the amount borrowed is the difference.
- Enter the rate and term the lender quoted.
- Add annual property tax and insurance, plus any monthly HOA or mortgage insurance, to see the full payment.
- Read the amortization schedule under the results: one row for each year of the loan, from the first payment to the last.
Principal and interest is only part of the payment
The loan itself produces a level payment covering interest and principal. What a lender quotes as a monthly payment usually also includes property tax and home insurance, collected monthly and held until the bills fall due, and sometimes mortgage insurance and a HOA or service charge.
amount borrowed = home price − down paymentprincipal and interest = amount × r ÷ (1 − (1 + r)^−n)total monthly = principal and interest + tax/12 + insurance/12 + HOA + mortgage insurance
Separating the two makes it obvious which part of the payment is the loan and which part would exist whatever the financing looked like. Tax and insurance do not disappear when a mortgage is paid off.
How to read the amortization schedule
Each row of the schedule is one year of payments, counted from your first payment rather than from January. Three figures describe that year:
- Principal is how much the loan went down during the year.
- Interest is what the lender charged for the year. It never reduces what you owe.
- Balance is what you would still owe after the last payment of that year.
Across any full year, principal plus interest equals twelve monthly payments of principal and interest. Down the whole table, the principal column adds up to the amount borrowed and the interest column adds up to the total interest shown with the results. The balance in one row, less the next row’s principal, gives the next row’s balance, so you can check any line against the one above it.
Why the first years are mostly interest
Every month the lender works out interest on whatever is still owed:
interest this month = balance still owed × annual rate ÷ 12principal this month = monthly payment − interest this month
The payment stays the same, so the interest is taken out first and only the remainder goes to the loan. At the start the balance is the full amount borrowed, which makes the interest charge as large as it will ever be. As the balance falls, the charge shrinks and more of the same payment is left for principal, which lowers the balance faster again. The effect compounds slowly and then quickly, which is why the principal column climbs gently for most of the term and steeply at the end.
Two things change the shape. A higher rate makes the monthly interest charge larger, so principal takes longer to catch up. A longer term lowers the payment, so less is left over after interest in the early years. Changing the rate or the term here and watching the first row of the schedule shows both.
If you are comparing the schedule with a lender’s statement, small differences can come from the day your first payment falls due, from interest charged by the day rather than the month, or from escrow changes. This schedule assumes every payment arrives on time and in full at a fixed rate, with nothing added to the balance.
Loan to value, and why it matters to a lender
Loan to value is the amount borrowed divided by the price. A 20% down payment gives 80% loan to value, which is the threshold at which many lenders stop requiring mortgage insurance. The figure shown here uses the purchase price, not an appraisal, and lenders use the lower of the two.
This calculator reports the ratio and stops there. Whether a given ratio qualifies for a particular rate or removes a particular requirement is a lending decision, and lenders differ.
Averaged costs are estimates, not fixed amounts
Property tax is reassessed. Insurance premiums move at renewal. Dividing an annual figure by twelve gives a usable monthly number, but it is an average of a cost that changes, which is why the total payment here is labelled an estimate while principal and interest is exact.
Escrow shortfalls are a common surprise for that reason: when the tax bill rises, the lender recalculates the monthly collection and the payment goes up even though the loan has not changed.
What is left out
Closing costs, points paid to lower the rate, origination and appraisal fees, and anything rolled into the loan balance are all outside this calculation. So are rate changes on an adjustable mortgage, which make every figure beyond the first fixed period provisional, and extra payments, which the mortgage payoff calculator handles.
For the trade-off between a lower rate and the cost of getting it, compare total interest over the term rather than the monthly payment alone. A longer term almost always lowers the payment while raising the total cost.
With your numbers
- Amount borrowed = $375,000.00 − $75,000.00 = $300,000.00
- Principal and interest = $1,896.20 a month over 360 payments
- Paid in year 1 = $19,401.28 interest + $3,353.12 principal
- Total monthly payment = $1,896.20 + $0.00 = $1,896.20
Quick reference
Property tax and insurance change over time and are averaged here from the annual figures you enter. Mortgage insurance usually ends at a loan-to-value threshold this does not model.
| Example | Total monthly payment |
|---|---|
| USD 375,000 home, 20% down, 6.5% over 30 years | $1,896.20 |
| USD 375,000 home with tax and insurance | $2,512.87 |
| USD 300,000 home, 5% down, 6.75% with mortgage insurance | $2,468.50 |
| USD 500,000 home over 15 years at 6% | $4,150.43 |
| USD 250,000 condo with a HOA charge | $1,934.76 |
| EUR 300,000 home, 20% down, 4% over 25 years | €1,341.81 |
| EUR 450,000 home, 30% down, 3.5% over 20 years | €1,926.87 |
| EUR 180,000 home, 10% down, 4.75% over 30 years | €948.40 |
Common questions about the Mortgage Calculator
- Why is my quoted payment higher than principal and interest?
- Most lenders collect property tax and home insurance monthly alongside the loan payment and hold them in escrow. Add your annual figures here and the total will match the quote much more closely.
- Why has my balance barely moved after the first few years?
- Each month the lender charges one month of interest on everything still owed, and the fixed payment covers that charge before any of it reduces the loan. Early on the amount owed is at its largest, so the charge takes most of the payment. The schedule shows the split shifting towards principal every year as the balance comes down.
- Does the schedule include tax, insurance and HOA?
- No. Those amounts pass through the payment without touching the loan, so the schedule covers only principal and interest. In each full year, principal and interest add up to twelve payments of the principal and interest line above.
- Why is the last row of the schedule slightly different?
- The monthly payment is rounded to the cent, so after the final month a few cents would be left over or overpaid. The last payment is adjusted to settle the loan exactly, which is why the balance ends at zero. A term that is not a whole number of years also ends on a year with fewer than twelve payments.
- Does the calculator know my property tax rate?
- No, and it never guesses one. Tax varies by state, county and even by parcel. Take the annual figure from the listing, the assessor or your current bill and enter it.
- When does mortgage insurance stop?
- Usually at a loan-to-value threshold set by the lender or the loan programme. This calculator applies the monthly amount you enter for the whole term, so the later years are overstated if your policy ends earlier.
- Is this a quote?
- No. It is arithmetic on the numbers you entered. A lender sets the rate you are actually offered, and their disclosure includes fees this page does not model.