EMI Calculator — Free Monthly installment Calculator

Plan Every Installment with Confidence

Understand exactly what your monthly payments will be before you borrow

The EMI Calculator helps you estimate your equated monthly instalment for any loan — home, car, personal, or education. By entering the loan amount, interest rate, and tenure, you instantly see the monthly payment, total interest outgo, and full amortisation schedule. Whether you are a first-time borrower or refinancing an existing loan, this tool puts you in control of your financial commitments.

Using the EMI Calculator

Getting your EMI estimate takes only three inputs. Follow these simple steps.

  1. Enter the Loan Amount: Type or slide to the total amount you wish to borrow. This is the principal. Example: ₹
  2. Enter the Annual Interest Rate: Input the interest rate your lender is offering. Most Indian lenders quote rates between 8% and 15% p.a. for secured loans. Example: 9.5% per annum
  3. Choose the Loan Tenure: Select the repayment period in months or years. Longer tenures reduce the EMI but increase total interest. Example: 5 years (60 months)

Pro tip: Try multiple tenure combinations side by side. A 1-year shorter tenure can save you lakhs in interest while raising your EMI only modestly.

Why Use the EMI Calculator

This calculator turns abstract loan numbers into a clear picture of your future payments.

John Plans His Dream Home

John

John, a 36-year-old IT professional in Bengaluru, is planning to buy his first home. He needs a ₹ home loan and has been offered an interest rate of 9.5% per annum. He wants to keep his monthly EMI affordable.

Loan Amount: ₹

Annual Interest Rate: 9.5%

Loan Tenure: 5 years (60 months)

John found a flat in Bengaluru priced at ₹. He has ₹ saved for a down payment and needs ₹ as a loan. His lender offered 9.5% p.a. He was unsure whether a 5-year or 7-year tenure would be better for his monthly cash flow.

For ₹ at 9.5% over 5 years, the monthly EMI is ₹. Total interest payable is ₹. The total repayment is ₹.

John realised that stretching to a 7-year tenure would lower his EMI to ₹ but would increase his total interest to ₹ — over ₹ extra.

John chose the 5-year plan because his monthly surplus comfortably covers the ₹ EMI, and he saves over ₹ in interest compared to a 7-year loan.

The EMI Formula & Key Concepts

The EMI formula is a standard amortisation formula used by banks worldwide. Understanding it helps you see why changes in tenure or rate affect your payment.

P Principal loan amount (e.g. ₹). R Monthly interest rate (annual rate ÷ 12 ÷ 100) (e.g. 9.5% / 12 / 100 = 0.007917). n Total number of monthly instalments (e.g. 5 years × 12 = 60 months).

Standard EMI Formula: EMI = P × R × (1+R)^n / ((1+R)^n - 1)

Tenure Comparison: 1 Year vs 3 Years vs 5 Years

See how changing the loan tenure affects your EMI and total interest for a ₹ loan at 9.5% p.a.

TenureMonthly EMITotal InterestTotal Repayment
1 Year (12 months)
3 Years (36 months)
5 Years (60 months)

A 1-year tenure is unaffordable for most at ₹/month. The 3-year plan offers the lowest total interest, but the 5-year plan provides the best balance of affordable EMI and reasonable total interest for a typical salaried borrower.

Common EMI Misconceptions

Many borrowers misunderstand how EMIs work. Here are the most frequent myths — debunked.

Frequently Asked Questions

What does EMI stand for?

EMI stands for Equated Monthly Instalment. It is the fixed amount you pay each month to your lender until the loan is fully repaid.

Can I change my EMI amount mid-tenure?

Most lenders allow prepayment or part-prepayment, which can reduce your outstanding principal and thus lower future EMIs or shorten the tenure. However, the EMI amount itself is generally fixed unless you refinance.

Does the EMI include processing fees?

No. Processing fees, administrative charges, and GST are separate costs paid upfront or deducted from the loan amount. The EMI covers only principal and interest.

Is the EMI formula the same globally?

Yes. The standard amortisation formula EMI = P × R × (1+R)^n / ((1+R)^n - 1) is used by banks worldwide, though some regions may use flat-rate methods for certain products.

Smart EMI Tips

Use these strategies to get the most out of your loan and minimise interest costs.

Your Next Steps

You now understand how EMIs work. Here is what to do next.

Try the EMI Calculator live