# What Is Reducing-Balance EMI?

> Reducing-balance EMI charges interest only on your outstanding balance, which falls each month. See a ₹10 lakh worked example with the shifting split.

_By emi.me Editorial · Reviewed by emi.me Editorial · Updated 2026-06-24_
Source: https://emi.me/learn/what-is-reducing-balance-emi/

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Reducing-balance EMI is a repayment method where **interest each month is charged only on the outstanding loan balance, which falls as you repay**. Because the balance keeps shrinking, the interest portion of each fixed EMI gets smaller and the principal portion grows. It is the standard method for home, car and personal loans in India. For example, **₹10,00,000 at 9% over 120 months gives an EMI of about ₹12,668** with a total interest of about ₹5,20,109.

## The core idea

In a reducing-balance loan, the lender computes each month's interest on what you *still owe*, not on what you originally borrowed. Every instalment does two jobs: it pays that month's interest, and it repays a slice of principal. The slice of principal lowers the balance, so next month's interest is charged on a smaller figure.

The EMI is fixed, but its internal split changes every month — interest-heavy at the start, principal-heavy at the end. The formula that produces this fixed EMI is:

```
EMI = P × r × (1 + r)^n ÷ ((1 + r)^n − 1)
```

where P is the principal, r is the monthly rate (annual rate ÷ 12 as a decimal) and n is the number of months. The full derivation is in [how EMI is calculated](/learn/how-emi-is-calculated/).

## Worked example: ₹10,00,000 at 9% for 10 years

Take ₹10,00,000 at 9% per annum over 10 years (120 months). The EMI is about **₹12,668**, and total interest over the tenure is about **₹5,20,109**. Watch how the split shifts across the tenure:

| Instalment | Interest | Principal |
| --- | --- | --- |
| Month 1 | ₹7,500 | ₹5,168 |
| Month 60 | ₹4,637 | ₹8,031 |
| Month 119 | ₹188 | ₹12,480 |

In month one, ₹7,500 is interest (9% for one month on the full ₹10,00,000) and only ₹5,168 reduces the balance. By month 60, the balance has fallen enough that interest is just ₹4,637 and principal is ₹8,031. By month 119, almost the entire ₹12,668 — ₹12,480 — goes to principal, with a token ₹188 of interest. The EMI never changed; the *balance* did. You can reproduce this with the [EMI calculator](/calculators/emi/). Figures are estimates — confirm against your sanction terms.

## Why this matters for your total cost

Because interest is tied to the outstanding balance, two things follow:

- **Longer tenures cost more interest.** The balance stays high for longer, so more interest accrues overall — explored in [how loan tenure affects EMI](/learn/how-loan-tenure-affects-emi/).
- **Prepayment is powerful.** Any lump sum cuts the balance immediately, removing all the future interest that balance would have generated.

This is the opposite of a method where interest is fixed regardless of repayment, which brings us to the contrast worth understanding.

## Reducing balance vs flat rate

The main alternative you will see quoted is a **flat rate**, where interest is charged on the *original* principal for the whole tenure, ignoring the repayments you make along the way. A flat rate always looks smaller than the reducing-balance rate that would cost you the same — which is exactly why some lenders quote it.

The rule is simple: **never compare a flat rate directly with a reducing-balance rate.** Convert the flat rate to its reducing-balance equivalent first. The full mechanics, with a side-by-side example, are in [flat rate vs reducing balance](/learn/flat-rate-vs-reducing-balance/).

## Reading your amortization schedule

The month-by-month table above is a slice of an **amortization schedule** — a full breakdown of every EMI into interest and principal, with the running balance down to zero. It is the clearest way to *see* the reducing-balance method in action, and most lenders provide one with your sanction letter or in net banking. Learning to read it is covered in [what is an amortization schedule](/learn/what-is-an-amortization-schedule/).

The takeaway: reducing-balance EMI is the fair, standard method — you pay interest only on what you still owe. The EMI stays constant while its split moves from interest toward principal, longer tenures raise total interest, and prepayment cuts it sharply. Use the [EMI calculator](/calculators/emi/) to model your own loan, and always reconcile the output with the figures on your sanction.