ToolNest

Loan Calculator

Payment, interest and full scheduleRuns locally · nothing uploaded

Monthly payment
631.35
Total interest
2,728.63
Total of payments
22,728.63
Monthly amortization schedule
#PaymentPrincipalInterestBalance
1631.35489.68141.6719,510.32
2631.35493.15138.219,017.16
3631.35496.65134.718,520.52
4631.35500.16131.1918,020.35
5631.35503.71127.6417,516.65
6631.35507.27124.0817,009.37
7631.35510.87120.4816,498.5
8631.35514.49116.8615,984.02
9631.35518.13113.2215,465.89
10631.35521.8109.5514,944.09
11631.35525.5105.8514,418.59
12631.35529.22102.1313,889.37
13631.35532.9798.3813,356.4
14631.35536.7494.6112,819.66
15631.35540.5490.8112,279.12
16631.35544.3786.9811,734.74
17631.35548.2383.1211,186.51
18631.35552.1179.2410,634.4
19631.35556.0275.3310,078.38
20631.35559.9671.399,518.41
21631.35563.9367.428,954.49
22631.35567.9263.438,386.56
23631.35571.9559.47,814.62
24631.3557655.357,238.62
25631.35580.0851.276,658.54
26631.35584.1947.166,074.36
27631.35588.3243.035,486.03
28631.35592.4938.864,893.54
29631.35596.6934.664,296.85
30631.35600.9130.443,695.94
31631.35605.1726.183,090.77
32631.35609.4621.892,481.31
33631.35613.7717.581,867.53
34631.35618.1213.231,249.41
35631.35622.58.85626.91
36631.35626.914.440

Tip: use the APR from your loan agreement. A flat monthly fee rate understates the true annual rate by roughly half.

Results are estimates for reference only and are not financial, lending or tax advice. Confirm actual rates and taxes with your lender or tax authority.

Assumes a fixed rate and ignores fees, insurance and prepayment penalties. Your loan agreement governs actual terms.

Also works as:loan payment calculatorpersonal loan calculatoramortization schedule

How to use

  1. 1Choose fixed payment or equal principal.
  2. 2Enter the loan amount, APR and term.
  3. 3Review the payment, total interest and schedule.

FAQ

What is the monthly payment on $20,000 at 8.5% for 3 years?

About $631.35 a month, with roughly $2,729 in total interest.

How is the payment calculated?

M = P·i·(1+i)^n / ((1+i)^n − 1), where i is the monthly rate and n the number of payments.