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Flat Rate vs Effective Interest Rate in Malaysia

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A flat rate charges interest on the original loan for the whole term; the effective interest rate (EIR) charges it only on the balance you still owe. So the same instalment always shows a much higher EIR. Bank Negara Malaysia’s example: RM100,000 over 9 years at a 3% flat rate costs RM1,175.93 a month and RM27,000 interest, the same as an EIR of about 5.5%.

Under the Hire-Purchase (Amendment) Act 2026, fixed-rate hire purchase moves to EIR and the reducing balance method (BNM consumer guide, checked 19 October 2026).

Car loans in Malaysia have long been quoted as a flat rate, such as “2.5% p.a.”. Home loans and personal loans from banks are usually quoted as an effective rate. The two numbers are not comparable, and the flat figure always looks lower. This guide shows how each one works, how to convert a flat rate into an EIR, and what changed for hire purchase in 2026.

How a flat rate works

With a flat rate, interest is worked out once, on the full amount borrowed, for every year of the loan. It does not fall as you repay. Principal and interest are then split evenly across the instalments.

Total interest = loan × flat rate × years
Monthly instalment = (loan + total interest) ÷ (years × 12)

Because you are charged on the original amount even after half of it has been repaid, the real cost per ringgit you still owe is much higher than the quoted figure.

How an effective interest rate works

With the reducing balance method, each month’s interest is charged only on what you still owe. Early instalments are mostly interest; later ones are mostly principal. The EIR is the rate that, applied this way, produces the same instalment.

Monthly interest = outstanding balance × EIR ÷ 12
Instalment M = P × r ÷ (1 − (1 + r)−n), where r = EIR ÷ 12 and n = months

To convert a flat rate to an EIR, work out the flat-rate instalment first, then find the rate r that makes the reducing-balance formula give the same instalment. There is no exact closed formula, so calculators solve it numerically. A rough shortcut, EIR ≈ flat rate × 2n ÷ (n + 1), overstates the answer, so use it only as a sense check.

Worked example: Bank Negara Malaysia’s RM100,000 example

BNM’s consumer guide on the Hire-Purchase (Amendment) Act 2026 uses RM100,000 over 9 years (108 months):

QuoteMonthly instalmentTotal interest
Flat rate 3% p.a.RM1,175.93RM27,000
EIR 5.5% p.a.RM1,175.93RM27,000

Check the flat side: interest = RM100,000 × 3% × 9 = RM27,000. Instalment = (RM100,000 + RM27,000) ÷ 108 = RM1,175.93. Solving the reducing-balance formula for the same instalment gives an EIR of about 5.50%. The cost is identical; only the way it is described differs.

Worked example: a RM72,000 car loan at 2.5% flat

A RM80,000 car with a 10% down payment leaves RM72,000 to finance over 7 years (84 months) at a 2.5% flat rate:

  • Total interest = RM72,000 × 2.5% × 7 = RM12,600
  • Monthly instalment = (RM72,000 + RM12,600) ÷ 84 = RM1,007.14
  • The EIR that gives the same instalment is about 4.69%

Here is how the same conversion looks for other common quotes, using the exact method on any loan amount:

Flat rateTenureApproximate EIR
2.5%5 years4.73%
2.5%9 years4.64%
3.0%7 years5.57%
3.0%9 years5.50%
3.5%9 years6.34%

As a rule of thumb, the EIR is a little under double the flat rate. The longer the tenure, the more the two numbers drift apart in cost, even if the ratio looks similar.

What changed in 2026 for hire purchase

According to BNM’s consumer guide, the Hire-Purchase (Amendment) Act 2026 took effect on 1 June 2026. For fixed-rate hire purchase it replaces the flat-rate method and the Rule of 78 with the reducing balance method and pricing in EIR. Providers have a grace period until 31 March 2027 to upgrade their systems, so during that period some new agreements may still be priced the old way. The guide also says the old maximum flat rate of 10% p.a. is replaced by an EIR cap of 17% p.a. for fixed-rate loans of up to 5 years and 16% p.a. for longer tenures, while variable-rate hire purchase keeps its 17% EIR cap (BNM, checked 19 October 2026).

The Association of Banks in Malaysia says banks will also give goodwill discounts to eligible customers who settle older Rule of 78 agreements early (ABM, checked 19 October 2026). The amount depends on each agreement, so ask your bank for the figure.

How to compare two loan offers

  1. Ask each lender for the EIR, not only the flat rate.
  2. Compare the monthly instalment and the total amount payable over the same tenure.
  3. Check fees, insurance or takaful financed into the loan, and early settlement terms.
  4. Use the same loan amount and tenure when comparing; a lower rate over a longer term can still cost more in total.

Common mistakes

  • Comparing a flat rate for a car loan with an EIR for a personal loan as if they were the same kind of number.
  • Assuming that halving the tenure halves the interest under a flat rate without checking the instalment.
  • Using the rough shortcut for a final decision; it overstates the EIR.

Frequently asked questions

Is a flat rate the same as an interest rate?

No. A flat rate is charged on the original loan amount for the whole term, so it understates the real cost. The effective interest rate (EIR) is charged on the balance you still owe and is the better number for comparison.

How do I convert a flat rate to EIR?

Work out the flat-rate instalment as (loan + loan × flat rate × years) ÷ months, then find the reducing-balance rate that gives the same instalment. The Talreon flat rate to EIR calculator does this for you.

What is 3% flat rate in EIR for 9 years?

About 5.5% p.a. Bank Negara Malaysia’s example shows RM100,000 at 3% flat over 9 years has the same RM1,175.93 instalment as a 5.5% EIR.

Are flat-rate car loans still allowed in Malaysia?

The Hire-Purchase (Amendment) Act 2026, effective 1 June 2026, moves fixed-rate hire purchase to EIR and the reducing balance method. Providers have until 31 March 2027 to upgrade systems, so some may still use the old method in the meantime.

Why is the EIR higher than the flat rate?

Because the flat rate keeps charging interest on money you have already repaid. Expressing the same cost against the reducing balance gives a higher percentage.

Sources

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Educational information only; not financial, tax, legal, or investment advice. Rules and rates change; confirm current figures with the official source or a qualified adviser.

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