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Banking

Fixed Principal Loan Calculator

Calculate loan with fixed principal payments

Private
Instant
Estimate
First payment₹22,500
Total interest₹17,07,083

Inputs

₹20,00,000
in rupees

8.5%
in percent

Enter your lender's quoted rate. For reference, SBI home loans are 7.25–8.45% (Sep 2026).

20 years
in years

Results

First payment
₹22,500
Total payment₹37.07 L
Share of the total payment
  • Principal54%
  • Interest46%
Monthly principal
₹8,333
The same every month
Last payment
₹8,392
Month 240, the lowest
Total interest
₹17,07,083
Over the full tenure
Total payment
₹37,07,083
The loan plus interest

Against a standard EMI: ₹17,356 a month and ₹21,65,552 of interest. Fixed principal saves ₹4,58,468 but starts ₹5,144 a month higher, and drops below the EMI from month 89. Compare in the EMI calculator

Monthly payment over time

The payment in the first month of each year. The shaded band above the fixed principal is that payment's interest.

The payment falls from ₹22,500 in month 1 to ₹9,042 at the start of year 20 and ₹8,392 in the last month; the principal stays ₹8,333 a month.
The payment falls from ₹22,500 in month 1 to ₹9,042 at the start of year 20 and ₹8,392 in the last month; the principal stays ₹8,333 a month.
Schedule

Year-wise repayment schedule

Showing yearly totals. The payment falls each month as interest reduces while principal stays fixed.

Year-wise repayment schedule
YearTotal paidPrincipal paidInterest paidBalance
Year 1₹2,66,104₹1,00,000₹1,66,104₹19,00,000
Year 2₹2,57,604₹1,00,000₹1,57,604₹18,00,000
Year 3₹2,49,104₹1,00,000₹1,49,104₹17,00,000
Year 4₹2,40,604₹1,00,000₹1,40,604₹16,00,000
Year 5₹2,32,104₹1,00,000₹1,32,104₹15,00,000
Year 6₹2,23,604₹1,00,000₹1,23,604₹14,00,000
Year 7₹2,15,104₹1,00,000₹1,15,104₹13,00,000
Year 8₹2,06,604₹1,00,000₹1,06,604₹12,00,000
Year 9₹1,98,104₹1,00,000₹98,104₹11,00,000
Year 10₹1,89,604₹1,00,000₹89,604₹10,00,000
Year 11₹1,81,104₹1,00,000₹81,104₹9,00,000
Year 12₹1,72,604₹1,00,000₹72,604₹8,00,000

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Assumptions and methodology

Transparent calculation notes for Fixed Principal Loan Calculator.

Methodology notes

Formula used

Equal principal repayment
Payment = fixed principal + outstanding balance x monthly rate

The principal part is constant each month while interest declines as the outstanding balance reduces.

Methodology

  • Divide loan amount by total months to get fixed monthly principal.
  • Calculate interest each month on the opening balance.
  • Reduce the balance by the fixed principal amount.

Core assumptions

  • The interest rate remains unchanged.
  • Principal repayment is equal every month.
  • All scheduled payments are made on time.

Not included

  • Fees, floating-rate resets, penalties, moratoriums, and lender day-count rules are excluded.
  • Some real loans may not use exact equal-principal amortization.

About Fixed Principal Loan Calculator

Guide

1What is a Fixed Principal Loan?

A Fixed Principal Loan (also called an equal-principal loan) is a repayment structure where the principal repayment remains constant throughout the loan tenure, while the interest is calculated on the reducing balance. This results in higher payments initially that decrease over time as the outstanding principal reduces.

This structure is different from the standard EMI model where the total payment (principal + interest) remains constant. Fixed principal loans are common in business loans and certain agricultural credit facilities in India.

2How Fixed Principal Loans Differ from EMI Loans

  • Payment Pattern: Fixed principal loans have decreasing monthly payments; EMI loans have constant payments
  • Total Interest: Fixed principal loans typically result in lower total interest paid compared to EMI loans
  • Initial Burden: Monthly payments are higher in the beginning but reduce over time
  • Cash Flow: Suits borrowers who expect stable or decreasing expenses over time

3Fixed Principal vs Flat-Rate Loans

A flat-rate loan charges interest on the full original amount for the whole tenure. A flat 8.5% on ₹20 lakh for 20 years costs ₹34,00,000 in interest, and you'd pay ₹22,500 every month, which is only the first payment here. As a rule of thumb, a flat 10% over 3 years costs about the same as an 18% reducing-balance rate.

This calculator uses the reducing balance, so it doesn't show flat-rate costs.

4Fixed Principal Loan Formula

Each monthly payment is calculated as:

Monthly Payment = (P / n) + (Outstanding Balance × r / 12)

  • P / n = Fixed principal component each month
  • Outstanding Balance = Remaining loan amount, decreasing each month
  • r = Annual interest rate

The first month's payment is the highest, and each subsequent month the interest component decreases.

5How to Use This Calculator

  • Step 1: Enter the total loan amount
  • Step 2: Input the annual interest rate
  • Step 3: Set the loan tenure in years
  • Step 4: See the yearly schedule: what you pay each year, split into principal and interest, and the balance left. Switch to monthly to see every payment
  • Step 5: Compare with a standard EMI on the same loan: the interest saved, how much higher the first payment is, and the month your payment drops below the EMI

Frequently Asked Questions

FAQ
Is a fixed principal loan cheaper than an EMI loan?
Yes, a fixed principal loan results in less total interest paid because you repay principal faster, reducing the outstanding balance on which interest is charged. However, the initial monthly payments are higher.
Where are fixed principal loans commonly used?
They are common in agricultural loans, some business loans, and certain international lending practices. In India, most retail loans (home, car, personal) use the standard EMI structure instead.
Can I convert my EMI loan to a fixed principal loan?
This is generally not possible for existing loans. The repayment structure is fixed at the time of loan origination. You would need to negotiate this with your lender before taking the loan.
Why do monthly payments decrease in this loan type?
The principal repayment stays the same each month, but the interest is calculated on the remaining balance, which decreases as you repay. Since the outstanding balance shrinks, the interest component drops, lowering the total payment.