Monthly Loan Payment Calculator

Find the monthly payment for a personal loan, student loan, mortgage or any fixed-rate installment loan, and see how much interest you would save by paying extra each month.

Monthly Loan Payment Calculator

Monthly payment, total interest and amortization schedule for any fixed-rate loan, with extra payments.

Optional. Applied to principal from the first payment.

Results

Monthly payment

$500.95

Total interest
$5,056.96
Total repaid
$30,056.96
Number of payments
605 yr 0 mo

Balance over time

$0$10,000$20,000$30,000012345Years
Remaining balanceInterest paid to date

Annual amortization summary

YearPrincipalInterestExtraEnding balance
1$4,281.59$1,729.81$0.00$20,718.41
2$4,613.97$1,397.43$0.00$16,104.44
3$4,972.18$1,039.22$0.00$11,132.26
4$5,358.16$653.24$0.00$5,774.10
5$5,774.10$237.26$0.00$0.00
Monthly amortization schedule (60 payments)
MonthPaymentPrincipalInterestExtraBalance
1$500.95$344.70$156.25$0.00$24,655.30
2$500.95$346.85$154.10$0.00$24,308.45
3$500.95$349.02$151.93$0.00$23,959.43
4$500.95$351.20$149.75$0.00$23,608.23
5$500.95$353.40$147.55$0.00$23,254.83
6$500.95$355.61$145.34$0.00$22,899.22
7$500.95$357.83$143.12$0.00$22,541.39
8$500.95$360.07$140.88$0.00$22,181.32
9$500.95$362.32$138.63$0.00$21,819.00
10$500.95$364.58$136.37$0.00$21,454.42
11$500.95$366.86$134.09$0.00$21,087.56
12$500.95$369.15$131.80$0.00$20,718.41
13$500.95$371.46$129.49$0.00$20,346.95
14$500.95$373.78$127.17$0.00$19,973.17
15$500.95$376.12$124.83$0.00$19,597.05
16$500.95$378.47$122.48$0.00$19,218.58
17$500.95$380.83$120.12$0.00$18,837.75
18$500.95$383.21$117.74$0.00$18,454.54
19$500.95$385.61$115.34$0.00$18,068.93
20$500.95$388.02$112.93$0.00$17,680.91
21$500.95$390.44$110.51$0.00$17,290.47
22$500.95$392.88$108.07$0.00$16,897.59
23$500.95$395.34$105.61$0.00$16,502.25
24$500.95$397.81$103.14$0.00$16,104.44
25$500.95$400.30$100.65$0.00$15,704.14
26$500.95$402.80$98.15$0.00$15,301.34
27$500.95$405.32$95.63$0.00$14,896.02
28$500.95$407.85$93.10$0.00$14,488.17
29$500.95$410.40$90.55$0.00$14,077.77
30$500.95$412.96$87.99$0.00$13,664.81
31$500.95$415.54$85.41$0.00$13,249.27
32$500.95$418.14$82.81$0.00$12,831.13
33$500.95$420.76$80.19$0.00$12,410.37
34$500.95$423.39$77.56$0.00$11,986.98
35$500.95$426.03$74.92$0.00$11,560.95
36$500.95$428.69$72.26$0.00$11,132.26
37$500.95$431.37$69.58$0.00$10,700.89
38$500.95$434.07$66.88$0.00$10,266.82
39$500.95$436.78$64.17$0.00$9,830.04
40$500.95$439.51$61.44$0.00$9,390.53
41$500.95$442.26$58.69$0.00$8,948.27
42$500.95$445.02$55.93$0.00$8,503.25
43$500.95$447.80$53.15$0.00$8,055.45
44$500.95$450.60$50.35$0.00$7,604.85
45$500.95$453.42$47.53$0.00$7,151.43
46$500.95$456.25$44.70$0.00$6,695.18
47$500.95$459.11$41.84$0.00$6,236.07
48$500.95$461.97$38.98$0.00$5,774.10
49$500.95$464.86$36.09$0.00$5,309.24
50$500.95$467.77$33.18$0.00$4,841.47
51$500.95$470.69$30.26$0.00$4,370.78
52$500.95$473.63$27.32$0.00$3,897.15
53$500.95$476.59$24.36$0.00$3,420.56
54$500.95$479.57$21.38$0.00$2,940.99
55$500.95$482.57$18.38$0.00$2,458.42
56$500.95$485.58$15.37$0.00$1,972.84
57$500.95$488.62$12.33$0.00$1,484.22
58$500.95$491.67$9.28$0.00$992.55
59$500.95$494.75$6.20$0.00$497.80
60$500.91$497.80$3.11$0.00$0.00

For illustration only, not financial advice. Actual lender terms, taxes, fees and investment returns will differ. How we calculate.

How to use the monthly loan payment calculator

  1. Enter the loan amount (the principal you borrow).
  2. Enter the APR and the term in years or months.
  3. Optionally add an extra monthly payment to see how much sooner you would pay off the loan.

How the calculation works

A fixed-rate installment loan is repaid in equal monthly payments. The payment is set so that, after the last payment, the balance is exactly zero. Each month the lender charges interest on the remaining balance (balance × APR ÷ 12); the rest of the payment reduces the principal. That is why early payments are mostly interest and later ones mostly principal.

Extra payments go straight to principal, which reduces every later interest charge. The schedule rounds interest to the cent each month and adjusts the final payment so the balance ends at zero.

Formula

Monthly payment
M = P × r ÷ (1 − (1 + r)−n)
Interest in a month
Ik = Bk−1 × r
Total interest
total interest = Σ payments − P
P
Loan amount (principal)
r
Monthly rate = APR ÷ 100 ÷ 12
n
Number of monthly payments
Bk
Balance after payment k

Worked examples

$25,000 at 7.5% for 5 years

r = 0.075 ÷ 12 = 0.00625; n = 60. M = 25,000 × 0.00625 ÷ (1 − 1.00625−60) = $500.95. Total interest ≈ $5,057.

First month: interest = 25,000 × 0.00625 = $156.25, so $344.70 goes to principal.

$200,000 at 6% for 30 years

r = 0.005, n = 360 → M = $1,199.10. Over 30 years you would pay about $231,676 in interest.

Assumptions and limitations

  • Does not include taxes, insurance, origination fees or PMI that may be part of a real payment (for example on a mortgage).
  • Assumes a fixed rate and monthly payments that start one month after the loan begins. Variable-rate loans change over time.
  • Some lenders calculate interest daily or round differently, so your statement may differ by a few cents.

Frequently asked questions

How do I calculate a monthly loan payment by hand?

Convert the APR to a monthly decimal rate (APR ÷ 1200), raise (1 + r) to the power −n, subtract from 1, and divide P × r by the result.

Do extra payments really save money?

Yes, on a standard amortizing loan without prepayment penalties. Extra principal reduces the balance that future interest is charged on. Even small amounts can remove months or years from a long loan.

What is the difference between APR and interest rate?

The interest rate is the cost of borrowing the principal; APR also reflects certain fees, expressed as a yearly rate. Use the interest rate stated in your loan documents so the payment matches what your lender charges.

How does a 0% loan work?

With no interest, the payment is the loan amount divided by the number of months, and total interest is zero.

Formulas last reviewed . Read our calculation methodology or report a problem.

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