See the monthly obligation and lifetime interest together

Loan payment calculator

Estimate the monthly payment, total repayment, and total interest for a fixed-rate amortizing loan.

Equal paymentsFixed rateMonthly repayment

Calculator inputs

Results update as you edit, and the share button copies a link to the current inputs.

300,000
4.5
30

Results

Monthly payment and total interest for a fixed-rate amortizing loan.

Estimate
Monthly payment$1,520
Total interest$247,220
Total repaid
$547,220
First-month interest
$1,125
Interest share of payments
45.18%

Assumes equal monthly payments and a fixed rate. Fees, taxes, rate changes, and early repayment are not included.

How the monthly payment is calculated

The annual rate is converted to a monthly rate and applied across the full number of payments.

Set the number of payments

Convert the term in years to monthly payments.

Number of payments = loan term × 12

Convert to a monthly rate

Divide the annual loan rate by 12.

Monthly rate = annual rate ÷ 12

Calculate an equal payment

Apply the amortization formula so principal and interest add up to the same payment each month.

Payment = principal × rate × (1 + rate)^months ÷ ((1 + rate)^months - 1)

What this calculator assumes

  • The interest rate stays fixed for the full term.
  • One payment is made every month.
  • There is no interest-only period or early repayment.
  • Taxes, insurance, and lender fees are excluded.

Borrowing $300,000 at 4.5% for 30 years

A standard fixed-rate, fully amortizing example.

Monthly payment
About $1,520
Total interest
About $247,220
Total repaid
About $547,220

Actual lender schedules can vary with day-count rules, fees, and payment timing.

Frequently asked questions

Understand amortization and how rate changes affect the estimate.

What is an amortizing loan?

Each equal payment includes principal and interest. Interest makes up more of early payments, while principal becomes a larger share later.

Can I use this for an adjustable-rate loan?

The result assumes today's rate remains fixed. Recalculate with the remaining balance and term whenever the rate changes.

Does a 0% rate work?

Yes. At 0%, the principal is divided evenly by the number of monthly payments.