EMI Calculator 2026 (All Loans)
Calculate accurate monthly EMI, interest payable, and repayment schedule for all loans
EMI Calculator Summary
Interest Exceeds Principal
You will pay more in interest than the actual loan amount borrowed.
EMI Payment / Year
Your Repayment/Breakup Details (Monthly)
Your debt repayment schedule in regular instalments over a period of time.
| Year | Principal Amount | Total Interest | Total Amount | Balance |
|---|---|---|---|---|
| 2026▼ | ₹41,018 | ₹1,59,728 | ₹2,00,746 | ₹79,58,982 |
| Oct | ₹13,582 | ₹53,333 | ₹66,915 | ₹79,86,418 |
| Nov | ₹13,672 | ₹53,243 | ₹66,915 | ₹79,72,746 |
| Dec | ₹13,764 | ₹53,152 | ₹66,915 | ₹79,58,982 |
| 2027▶ | ₹1,72,498 | ₹6,30,485 | ₹8,02,982 | ₹77,86,484 |
| 2028▶ | ₹1,86,815 | ₹6,16,167 | ₹8,02,982 | ₹75,99,669 |
| 2029▶ | ₹2,02,321 | ₹6,00,662 | ₹8,02,982 | ₹73,97,349 |
| 2030▶ | ₹2,19,113 | ₹5,83,869 | ₹8,02,982 | ₹71,78,236 |
| 2031▶ | ₹2,37,299 | ₹5,65,683 | ₹8,02,982 | ₹69,40,936 |
| 2032▶ | ₹2,56,995 | ₹5,45,987 | ₹8,02,982 | ₹66,83,941 |
| 2033▶ | ₹2,78,326 | ₹5,24,657 | ₹8,02,982 | ₹64,05,616 |
| 2034▶ | ₹3,01,426 | ₹5,01,556 | ₹8,02,982 | ₹61,04,189 |
| 2035▶ | ₹3,26,445 | ₹4,76,538 | ₹8,02,982 | ₹57,77,745 |
| 2036▶ | ₹3,53,539 | ₹4,49,443 | ₹8,02,982 | ₹54,24,205 |
| 2037▶ | ₹3,82,883 | ₹4,20,099 | ₹8,02,982 | ₹50,41,322 |
| 2038▶ | ₹4,14,662 | ₹3,88,320 | ₹8,02,982 | ₹46,26,660 |
| 2039▶ | ₹4,49,079 | ₹3,53,904 | ₹8,02,982 | ₹41,77,582 |
| 2040▶ | ₹4,86,352 | ₹3,16,630 | ₹8,02,982 | ₹36,91,229 |
| 2041▶ | ₹5,26,719 | ₹2,76,263 | ₹8,02,982 | ₹31,64,510 |
| 2042▶ | ₹5,70,437 | ₹2,32,546 | ₹8,02,982 | ₹25,94,074 |
| 2043▶ | ₹6,17,783 | ₹1,85,200 | ₹8,02,982 | ₹19,76,291 |
| 2044▶ | ₹6,69,058 | ₹1,33,924 | ₹8,02,982 | ₹13,07,233 |
| 2045▶ | ₹7,24,590 | ₹78,393 | ₹8,02,982 | ₹5,82,643 |
| 2046▶ | ₹5,82,643 | ₹19,593 | ₹6,02,237 | ₹0 |
Formula used by EMI Calculator
=PMT(rate ( 0.0067 ), nper ( 240 ), pv ( ₹80,00,000 )) = ₹66,915=IPMT(pv ( ₹80,00,000 ), pmt ( ₹66,915 ), rate ( 0.0067 ), per ( 0 )) = ₹53,333=PPMT(rate ( 0.0067 ), per ( 0 ), nper ( 240 ), pv ( ₹80,00,000 )) = ₹13,582Loans & EMI
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Long-Tail pSEO Target PresetsUnderstanding Loan EMI: The Mathematical Engine Behind Modern Borrowing
An Equated Monthly Installment (EMI) represents a consistent, predetermined cash payment made by a borrower to a financial lender on a specific calendar date each month. Every EMI installment comprises two distinct elements: interest billed on the outstanding balance, and principal recovery.
Where P is Principal Loan Amount, r is Monthly Interest Rate (Annual Rate ÷ 12 ÷ 100), and n is Loan Tenure in Months.
Equated Monthly Installment (EMI) FAQs
Essential insights into loan repayment calculations and banking guidelines.
Why does the interest portion decrease over the loan tenure?
Indian retail loans follow the reducing balance method. As each EMI installment chips away at the principal base, subsequent monthly interest is computed on a smaller remaining debt balance, progressively channeling more of each EMI toward principal.
What is the difference between fixed-rate and floating-rate loans?
A fixed-rate loan locks your interest percentage for the entire tenure, providing stable EMIs. A floating-rate loan is benchmarked to the RBI repo rate (EBLR); changes in central bank monetary policy automatically adjust your interest rate and tenure.
How does advancing or delaying my EMI date affect interest?
Retail loan interest accrues daily on the outstanding principal. Paying your installment earlier in the month marginally reduces the daily interest accrual calculation.
What happens if I miss an EMI payment?
Missing an installment triggers bounce charges (typically ₹400–₹1,000 + GST), penal interest on overdue amounts, and an immediate negative reporting entry on your CIBIL credit file.