Find the monthly EMI for a personal loan. These loans usually have no security, so they carry a higher interest rate.
Uses the standard reducing-balance EMI formula.
Personal loans have no security backing them, so lenders charge a higher rate to cover this extra risk.
EMI: P × r × (1+r)ⁿ ÷ ((1+r)ⁿ − 1)
This calculator gives the EMI and total interest on a personal loan, which is money borrowed without pledging any asset. It covers loans up to ₹40 lakh over tenures of up to five years, the typical shape of personal loans offered by Indian banks, NBFCs and lending apps.
People take personal loans for weddings, medical bills, travel, home repairs or to consolidate credit card debt. The money arrives fast, but the rate is much higher than on a home or gold loan because the lender has no collateral to fall back on. That high rate means small changes in rate or tenure move the total interest a lot, so it pays to see the numbers before accepting an offer.
The calculator answers two practical questions. Can I afford this EMI each month, and how much extra am I paying the lender for the convenience of unsecured money?
1. Note the sanctioned loan amount P, not the amount you expect to receive after fees.
2. Convert the quoted annual rate to a monthly rate r = annual rate ÷ 12 ÷ 100.
3. Set n, the tenure in months, usually between 12 and 60.
4. Compute EMI = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1).
5. Find total interest as EMI × n − P.
6. Subtract the processing fee and GST on it from P to see the cash you actually receive, and compare that with what you repay.
A lender prices a loan to cover its funding cost, operating cost and the expected loss from borrowers who default. With a home or gold loan, the lender can sell the security to recover its money, so expected losses are low. With a personal loan, recovery depends only on your willingness and ability to pay. The lender builds this risk into the rate, which is why personal loan rates are often several percentage points above home loan rates. Your credit score and employer category change this risk estimate, and hence the rate you are offered.
Most personal loans deduct a processing fee from the disbursed amount. You pay EMIs on the full sanctioned amount but receive less cash. If you borrow ₹3,00,000 with a 2% fee, you receive about ₹2,94,000 but repay as if you had ₹3,00,000. The true annual cost is the rate that equates the cash received with the stream of EMIs, and it is higher than the quoted rate. The effect is largest on short loans, because the fee is spread over fewer months.
At a high rate, interest builds quickly, so a longer tenure adds interest faster than it would on a cheaper loan. At 14.5%, stretching a loan from three to five years raises total interest by well over half. On the other hand, a very short tenure can push the EMI above what you can pay, and a missed EMI hurts your credit record. The sensible tenure is the shortest one whose EMI still leaves room for your fixed expenses and an emergency buffer.
Imran needs ₹3,00,000 to cover his sister's wedding expenses and has been offered a personal loan at 14.5% a year for 48 months.
Write the formula: EMI = P × r × (1+r)ⁿ ÷ ((1+r)ⁿ − 1)
Convert the annual rate to a monthly rate: r = 14.5% ÷ 12 ÷ 100 = 0.01208333
Number of instalments: n = 48 months
Substitute your values: EMI = 300000 × 0.012083 × (1+0.012083)^48 ÷ ((1+0.012083)^48 − 1)
Monthly EMI: EMI
Total paid over the full tenure: 8273.39 × 48
Total interest: 397122.52 − 300000
Answer: Personal loan EMI ₹8,273; Total interest ₹97,123; Total payment ₹3,97,123
Looking only at the EMI and not at the total interest, which is large at personal loan rates.
Ignoring the processing fee deducted at disbursement, which raises the true cost.
Taking a personal loan to pay off another personal loan at a similar rate, which only adds fees.
Accepting a rate quoted 'per month' from an app without converting it to an annual rate.
Checking whether a wedding or travel loan EMI fits the monthly budget.
Comparing a personal loan with a gold loan or a loan against a fixed deposit for the same need.
Planning debt consolidation of expensive credit card balances into one EMI.
Picking the shortest affordable tenure to limit total interest.
Why are personal loan rates so much higher than home loan rates?
Personal loans have no security. If you cannot pay, the lender has nothing to take back. This extra risk is why the interest rate is higher.