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Loan EMI Calculator With Amortization Table

Enter the loan amount, interest rate and term to see your monthly payment, total interest and a payment-by-payment schedule. It is an estimate, and everything is calculated in your browser.

Loan details

%
years
Term in

Result

Monthly payment (EMI)
$2,169.56
Total interest
$270,693.94
Total of all payments
$520,693.94

Principal 48%Interest 52%

Amortization schedule

Schedule view
PeriodPaymentPrincipalInterestBalance
Year 1$26,034.70$4,975.57$21,059.12$245,024.43
Year 2$26,034.70$5,415.37$20,619.33$239,609.06
Year 3$26,034.70$5,894.04$20,140.66$233,715.02
Year 4$26,034.70$6,415.02$19,619.68$227,300.00
Year 5$26,034.70$6,982.05$19,052.65$220,317.96
Year 6$26,034.70$7,599.20$18,435.50$212,718.76
Year 7$26,034.70$8,270.90$17,763.80$204,447.87
Year 8$26,034.70$9,001.97$17,032.73$195,445.90
Year 9$26,034.70$9,797.66$16,237.04$185,648.24
Year 10$26,034.70$10,663.68$15,371.01$174,984.56
Year 11$26,034.70$11,606.26$14,428.44$163,378.30
Year 12$26,034.70$12,632.14$13,402.55$150,746.16
Year 13$26,034.70$13,748.71$12,285.99$136,997.45
Year 14$26,034.70$14,963.97$11,070.73$122,033.48
Year 15$26,034.70$16,286.65$9,748.05$105,746.83
Year 16$26,034.70$17,726.24$8,308.46$88,020.59
Year 17$26,034.70$19,293.08$6,741.62$68,727.50
Year 18$26,034.70$20,998.41$5,036.28$47,729.09
Year 19$26,034.70$22,854.48$3,180.22$24,874.61
Year 20$26,034.70$24,874.61$1,160.09$0.00

For estimates only, not financial advice. Real figures depend on your lender or provider’s exact terms, fees and rounding.

Loan / EMI calculator: how to use it

  1. 1Choose your currency and enter the loan amount.
  2. 2Enter the annual interest rate and the loan term in years or months.
  3. 3Read the monthly EMI, total interest and total payment.
  4. 4Open the amortization table and switch between monthly and yearly views.

How the EMI formula works

EMI stands for equated monthly installment: one fixed payment each month that covers both interest and a slice of the principal. The formula is EMI = P x r x (1 + r)^n / ((1 + r)^n - 1). P is the loan amount, r is the monthly interest rate (annual rate divided by 12), and n is the number of monthly payments.

Take a 500,000 loan at 10 percent a year for five years. The monthly rate is 0.8333 percent and n is 60. The formula gives an EMI of about 10,624. Over 60 payments you repay roughly 637,400, so the total interest is around 137,400.

Reducing-balance loans, the usual kind for homes and cars, work this way. Flat-rate loans quote interest on the original amount for the whole term, which looks cheaper but costs more in practice. If a lender quotes a flat rate, convert it to a reducing-balance rate before comparing offers.

Reading the amortization table

Early payments are mostly interest. In the example above, the first EMI includes about 4,167 of interest and only about 6,457 of principal. Because interest is charged on the remaining balance, it shrinks each month and the principal part grows, until the last payments are almost all principal.

That pattern explains why paying off a loan early saves most in the first years. An extra payment in month 6 cuts a balance that still carries many months of interest. The monthly view shows each payment, and the yearly view adds them up so you can see how much you pay each year and how much debt is left on 31 December.

Use the table to plan prepayments. Pick a month, note the remaining balance and decide whether a lump sum is worth more than keeping that cash. Check with your lender first, since some charge a fee for early repayment.

Rate versus term: what really changes the cost

A longer term lowers the EMI and raises the total interest. The same 500,000 at 10 percent over ten years has an EMI near 6,607, much easier on the monthly budget, but total interest climbs to about 292,900, more than double the five-year figure.

A small rate cut matters more than it looks. Half a percentage point on a large, long loan can save a very large sum over the term. Compare offers by total interest and total payment, not by EMI alone.

What this estimate leaves out

Real loans can include processing fees, insurance, late payment charges and different rules for how interest accrues. Floating-rate loans change with the market, so your EMI may move. Some lenders calculate interest daily on the outstanding balance, which gives slightly different numbers.

Use the result to compare options and plan a budget. Ask your lender for an official schedule before you sign. This calculator provides estimates only and is not financial advice.

Also remember the first payment date. If the loan starts mid-month, the first period may be longer or shorter, and the lender can add a small amount of broken-period interest to the first installment.

Frequently asked questions

How is EMI calculated?

EMI = P x r x (1 + r)^n / ((1 + r)^n - 1), where P is the principal, r the monthly rate and n the number of months.

Does the calculator work for home, car and personal loans?

Yes. Any fixed-rate, fixed-term loan with equal monthly payments follows the same math.

Why is most of my early EMI interest?

Interest is charged on the outstanding balance, which is highest at the start. As the balance falls, more of each payment goes to principal.

Can I see year-by-year totals?

Yes. Switch the amortization table to the yearly view.

Does it include processing fees or insurance?

No. Only principal and interest are calculated. Add such charges separately.

Which currencies can I pick?

You can choose from options such as $, PKR, INR, GBP and EUR. This changes the symbol only, not the math.

Is my data saved?

No. The numbers are calculated in your browser and are not sent anywhere.

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