Loan Calculator: Repayments and Total Interest

Estimate personal, car, student or business loan repayments, borrowing power and payoff time. For a home price and deposit, use the Mortgage Calculator.

Your details

Calculate
Repayment frequency
Advanced

Use any currency consistently. Fees are paid separately. Interest and payments round to cents; the final payment clears the balance. Whole payment periods use 12, 26 or 52 per year.

Your estimateMonthly repayment
386.66
Total repaid including fees
23,199.35
Total interest
3,199.35
Fees total
0.00
Final payment including balloon, before fees
386.41
Payoff time
60 payments (5 years)
Effective annual cost including fees (estimate)
6.1678%
Working
M = (P − B ÷ (1 + r)^n) × r ÷ (1 − (1 + r)^−n); P = 20,000.00, r = 0.005, n = 60, B = 0.00; M = 386.66.

Estimates only. Lenders' rounding, fees and day-count methods vary.

Principal and interest by year

PrincipalInterest
Year 1: balance 16,463.89Year 2: balance 12,709.69Year 3: balance 8,723.93Year 4: balance 4,492.34Year 5: balance 0.00Year 1Year 5

Year 5: principal 4,492.34, interest 147.33, balance 0.00.

Yearly amortisation table

YearPaid including feesInterestPrincipalBalance
14,639.921,103.813,536.1116,463.89
24,639.92885.723,754.2012,709.69
34,639.92654.163,985.768,723.93
44,639.92408.334,231.594,492.34
54,639.67147.334,492.340.00

Fees are included in paid amounts, not in principal or interest. Upfront fee: 0.00.

Per-payment schedule
PaymentRepaymentFeeInterestPrincipalBalanceBalloon included
1386.660.00100.00286.6619,713.340.00
2386.660.0098.57288.0919,425.250.00
3386.660.0097.13289.5319,135.720.00
4386.660.0095.68290.9818,844.740.00
5386.660.0094.22292.4418,552.300.00
6386.660.0092.76293.9018,258.400.00
7386.660.0091.29295.3717,963.030.00
8386.660.0089.82296.8417,666.190.00
9386.660.0088.33298.3317,367.860.00
10386.660.0086.84299.8217,068.040.00
11386.660.0085.34301.3216,766.720.00
12386.660.0083.83302.8316,463.890.00
13386.660.0082.32304.3416,159.550.00
14386.660.0080.80305.8615,853.690.00
15386.660.0079.27307.3915,546.300.00
16386.660.0077.73308.9315,237.370.00
17386.660.0076.19310.4714,926.900.00
18386.660.0074.63312.0314,614.870.00
19386.660.0073.07313.5914,301.280.00
20386.660.0071.51315.1513,986.130.00
21386.660.0069.93316.7313,669.400.00
22386.660.0068.35318.3113,351.090.00
23386.660.0066.76319.9013,031.190.00
24386.660.0065.16321.5012,709.690.00
25386.660.0063.55323.1112,386.580.00
26386.660.0061.93324.7312,061.850.00
27386.660.0060.31326.3511,735.500.00
28386.660.0058.68327.9811,407.520.00
29386.660.0057.04329.6211,077.900.00
30386.660.0055.39331.2710,746.630.00
31386.660.0053.73332.9310,413.700.00
32386.660.0052.07334.5910,079.110.00
33386.660.0050.40336.269,742.850.00
34386.660.0048.71337.959,404.900.00
35386.660.0047.02339.649,065.260.00
36386.660.0045.33341.338,723.930.00
37386.660.0043.62343.048,380.890.00
38386.660.0041.90344.768,036.130.00
39386.660.0040.18346.487,689.650.00
40386.660.0038.45348.217,341.440.00
41386.660.0036.71349.956,991.490.00
42386.660.0034.96351.706,639.790.00
43386.660.0033.20353.466,286.330.00
44386.660.0031.43355.235,931.100.00
45386.660.0029.66357.005,574.100.00
46386.660.0027.87358.795,215.310.00
47386.660.0026.08360.584,854.730.00
48386.660.0024.27362.394,492.340.00
49386.660.0022.46364.204,128.140.00
50386.660.0020.64366.023,762.120.00
51386.660.0018.81367.853,394.270.00
52386.660.0016.97369.693,024.580.00
53386.660.0015.12371.542,653.040.00
54386.660.0013.27373.392,279.650.00
55386.660.0011.40375.261,904.390.00
56386.660.009.52377.141,527.250.00
57386.660.007.64379.021,148.230.00
58386.660.005.74380.92767.310.00
59386.660.003.84382.82384.490.00
60386.410.001.92384.490.000.00

How loan repayments are calculated

M = (P − B ÷ (1 + r)^n) × r ÷ (1 − (1 + r)^−n)

  • P is the amount borrowed, B is the final balloon and n is the number of repayments.
  • r is the annual rate divided by 12, 26 or 52 payments per year.
  • At 0% interest, divide the amount less the balloon by the number of payments.
  • Each payment covers interest first, then principal. Extras reduce the balance sooner.
  • Borrowing power reverses the same formula. Loan term uses the repayment to find the number of payments.
  • Effective annual cost discounts actual repayments and fees to the amount received after the upfront fee. It is not a regulated APR or comparison rate.

Worked example: A 20,000 loan at 6% over five years costs 386.66 per month. The last payment adjusts for cent rounding. A 30% balloon on 30,000 is a final lump sum of 9,000.

Things to consider

  • Compare total interest and fees, not just the repayment.
  • Try extra repayments to compare interest and time saved.
  • Keep money aside for a final balloon.
  • Use the same currency for the loan, fees and repayments.

Frequently asked questions

How are loan repayments calculated?

The amortisation formula divides the loan and interest into regular payments. Each payment pays interest on the remaining balance, then reduces principal. A balloon leaves part of the principal for the final payment.

Weekly, fortnightly or monthly repayments?

This calculator uses 52, 26 or 12 payments per year and recalculates the repayment. Fortnightly is not simply half the monthly amount; that would be an accelerated plan.

How do extra repayments save interest?

Extras reduce principal earlier, so later interest charges are smaller. The required repayment stays the same. Check whether early repayment charges apply.

Is the effective cost a comparison rate or APR?

It is an annualised estimate from the net loan advance and scheduled cash payments, including entered fees. Regulated APR and comparison-rate definitions vary. This estimate does not claim to meet any country's disclosure rules.

What is a balloon payment?

A balloon is principal left for a final lump sum. It reduces regular repayments but usually increases total interest. Enter an amount, not a percentage. Extras can reduce the balloon actually due. Loan-term mode assumes no balloon.

Fixed or variable interest?

These results assume a constant rate. A variable rate can change repayments or payoff time. Try several rates to compare possible costs.

Does this work for every loan?

It models ordinary amortising personal, car, student and business loans. It does not model income-based payments, deferred interest, subsidies or special product rules. For property-specific inputs, use the Mortgage Calculator.

Results are estimates for general information only, not financial, medical or professional advice.