Personal Loan 40000 EMI Calculator

Estimate the monthly EMI and the total repayable for a personal loan 40000, including the processing fee and GST. Move the sliders — the result updates instantly and nothing is sent to any lender.

Processing fee (+18% GST)2%

Assumptions: Reducing-balance interest with fixed monthly instalments; Processing fee assumed at 2% of the amount, charged upfront; 18% GST applies on the fee; Results are estimates for comparison — your lender’s Key Facts Statement is the binding figure.

Monthly EMI₹3,629
Total repayable₹44,495

Where every rupee goes

Principal₹40,00089.9%
Interest₹3,5518.0%
Processing fee₹8001.8%
GST on fee (18%)₹1440.3%

Example only. Your rate, fees and repayment amount depend on the lender's offer and Key Facts Statement.

Repayment schedule

12 instalments of ₹3,629 · illustrative schedule for the example above
MonthEMIPrincipalInterestBalance
01₹3,629₹3,096₹533₹36,904
02₹3,629₹3,137₹492₹33,767
03₹3,629₹3,179₹450₹30,588
04₹3,629₹3,221₹408₹27,367
05₹3,629₹3,264₹365₹24,102
06₹3,629₹3,308₹321₹20,794
07₹3,629₹3,352₹277₹17,442
08₹3,629₹3,397₹233₹14,046
09₹3,629₹3,442₹187₹10,604
10₹3,629₹3,488₹141₹7,116
11₹3,629₹3,534₹95₹3,581
12₹3,629₹3,581₹48₹0

EMI calculator FAQ

The standard reducing-balance formula is used: EMI = P × r × (1+r)ⁿ / ((1+r)ⁿ − 1), where P is the amount, r the monthly rate and n the tenure in months. Interest is charged only on the outstanding balance, so each EMI shifts gradually from interest to principal.

At an illustrative 16% p.a. reducing rate, the EMI is about ₹3,629. With a 2% processing fee (₹800) plus ₹144 GST, the total repayable comes to roughly ₹44,495. Your lender's exact figures will differ with the offered rate.

One-time fees are annualised over just a few months, which inflates the percentage even when the rupee cost is modest. On short tenures, compare offers on the total repayable in rupees rather than the APR alone.

A longer tenure lowers the EMI but increases total interest, because interest accrues for longer. Use the calculator to find the shortest tenure whose EMI fits comfortably in your monthly budget.