Interest Calculator
🏦

Loan EMI Calculator & Amortization

Calculate monthly installments, interest breakdown, and amortization schedule.

Live Calculator
Quick Presets:

Loan Parameters

$1.0k$1.00M$2.00M
%
0.5%12.5%25%
Yr
1 Year15 Years30 Years
Monthly Loan EMI
$2,594

Payable monthly for 360 installments (30 years)

Total Interest

$534.0k

Total Amount

$934.0k

Breakdown of Total Payment

Total Payable$934.0k

Loan Balance & Payment Trajectory

Visualizing how your outstanding principal decreases each year until payoff

Year 30 Projection
Outstanding Balance:$0
Annual Payment:$31.1k
$0$98.9k$197.9k$296.8k$395.7kYr 1Yr 6Yr 11Yr 16Yr 21Yr 26Yr 30

Amortization Schedule

Detailed breakdown of principal and interest components across the loan tenure

YearOpening BalancePrincipal PaidInterest PaidTotal PaymentClosing Balance
Year 1$400,000$4,263$26,870$31,133$395,737
Year 2$395,737$4,560$26,573$31,133$391,177
Year 3$391,177$4,877$26,255$31,133$386,300
Year 4$386,300$5,217$25,916$31,133$381,083
Year 5$381,083$5,580$25,553$31,133$375,503
Year 6$375,503$5,969$25,164$31,133$369,534
Year 7$369,534$6,384$24,748$31,133$363,150
Year 8$363,150$6,829$24,304$31,133$356,321
Year 9$356,321$7,304$23,828$31,133$349,017
Year 10$349,017$7,813$23,320$31,133$341,204
Year 11$341,204$8,357$22,776$31,133$332,847
Year 12$332,847$8,939$22,194$31,133$323,908
Year 13$323,908$9,561$21,572$31,133$314,347
Year 14$314,347$10,227$20,906$31,133$304,121
Year 15$304,121$10,939$20,194$31,133$293,182
Year 16$293,182$11,701$19,432$31,133$281,481
Year 17$281,481$12,515$18,617$31,133$268,966
Year 18$268,966$13,387$17,746$31,133$255,579
Year 19$255,579$14,319$16,814$31,133$241,261
Year 20$241,261$15,316$15,817$31,133$225,945
Year 21$225,945$16,382$14,751$31,133$209,563
Year 22$209,563$17,523$13,610$31,133$192,040
Year 23$192,040$18,743$12,390$31,133$173,297
Year 24$173,297$20,048$11,085$31,133$153,249
Year 25$153,249$21,444$9,689$31,133$131,806
Year 26$131,806$22,937$8,196$31,133$108,869
Year 27$108,869$24,534$6,599$31,133$84,335
Year 28$84,335$26,242$4,891$31,133$58,093
Year 29$58,093$28,069$3,063$31,133$30,024
Year 30$30,024$30,024$1,109$31,133$0
Sponsored Advertisement
ADS

Google AdSense Banner Placement Area

Configure your Publisher ID in src/config/site.ts to display live ads.

Responsive Ad

📐 The Mathematical Formula for EMI Calculation

The universal formula applied by commercial banks and housing finance corporations to determine your monthly installment is:

EMI = [P × r × (1 + r)^n] / [(1 + r)^n - 1]
P = Principal Loan AmountThe total amount borrowed from the bank.
r = Monthly Interest RateCalculated as (Annual Rate / 12) / 100.
n = Loan Tenure in MonthsFor example, a 20-year loan is 240 months.

Real-World Example: Home Loan Calculation

Let us consider a borrower taking a home loan of ₹3,000,000 (30 Lakhs) at an interest rate of 8.5% per annum for a tenure of 20 years (240 months):

  • Monthly Interest Rate (r): 8.5 / 12 / 100 = 0.007083
  • Monthly EMI: ₹26,035
  • Total Payment (240 months): ₹6,248,333
  • Total Interest Payable: ₹3,248,333 (Notice that total interest exceeds the original borrowed principal!)

This demonstrates why financial advisors strongly recommend utilizing annual prepayments to cut down the effective tenure and save substantial sums on interest.

Comparing Different Loan Categories

Loan TypeTypical Interest RateStandard TenureCollateral Required?
Home Loan8.35% – 9.50%15 to 30 YearsYes (Property Mortgage)
Car Loan8.75% – 11.00%3 to 7 YearsYes (Vehicle Hypothecation)
Personal Loan10.50% – 18.00%1 to 5 YearsNo (Unsecured)
Education Loan9.00% – 13.00%5 to 15 YearsVaries by loan amount

Frequently Asked Questions about Loan EMIs

What is an EMI and how is it calculated?▼

EMI stands for Equated Monthly Installment. It is the fixed payment amount made by a borrower to a lender at a specified date each calendar month. The EMI formula is E = P × r × (1 + r)^n / ((1 + r)^n - 1), where P is loan principal, r is monthly interest rate (annual rate / 12 / 100), and n is the tenure in number of months.

What is the difference between Fixed and Floating Interest Rates?▼

A fixed interest rate remains unchanged throughout the entire loan tenure, offering predictable monthly payments. A floating (or variable) interest rate fluctuates based on benchmark market rates (such as the central bank repo rate). Floating rates are typically lower initially but can increase or decrease over time.

Why is the interest portion higher during the initial years of a loan?▼

Most banks and housing finance institutions calculate interest on a 'Reducing Balance' basis. Since your outstanding loan principal is at its maximum during the first few years, the calculated interest charge is also at its highest. As you make monthly payments, the principal reduces, causing the interest portion of each EMI to drop while the principal portion rises.

How can I reduce my total loan interest burden?▼

You can reduce your interest burden by: 1) Making regular partial prepayments toward principal; 2) Choosing a shorter loan tenure; 3) Opting for annual EMI step-ups when your salary increases; and 4) Refinancing with a lender offering a lower interest rate.