Flat rate vs reducing balance calculator

A flat rate charges interest on the whole original amount for the entire term, including the parts already repaid. A reducing-balance rate charges only on what is still owed. The same quoted percentage priced both ways can differ by nearly 80% in total interest — which is why a flat rate always sounds cheaper than it is.

Flat rate against reducing balance

One rate, one term, both pricings. Everything runs in your browser.

1 to 360 months.

Monthly, not annual. Leave empty for an interest-free loan.

Flat / add-on rate

Interest fixed on the original amount

Monthly payment
$1,033.33
Total interest
$2,400.00
Total repaid
$12,400.00

Reducing balance

Interest on what is still owed

Monthly payment
$945.60
Total interest
$1,347.15
Total repaid
$11,347.15

The flat rate costs $1,052.85 more over the term — 78% more interest for the same money, at the same quoted rate.

The trick, in one paragraph

On a reducing-balance loan you repay principal every month, so the amount interest is charged on shrinks every month. By the final month you owe almost nothing and are charged interest on almost nothing. A flat rate ignores all of that: it multiplies the rate by the original amount and by the number of months, once, at the start. You keep paying interest on money you gave back months ago.

$10,000 over 12 months, both quoted at 2% per month

  • Reducing balance: $945.60 a month, $1,347.15 total interest.
  • Flat rate: $1,033.33 a month, $2,400.00 total interest.
  • Same headline rate. $1,052.85 apart — about 78% more interest on the flat plan.

Roughly, a flat rate is double

For a loan repaid in equal installments, the average balance outstanding over the term is a little over half the original amount. A flat rate charges as if it were the full amount the whole way through — so as a rule of thumb, a flat rate costs close to twice the equivalent reducing-balance rate.

Reversed, that gives you a quick sanity check when someone quotes a flat rate: roughly double it to get the reducing-balance rate you are actually being charged. A “1.5% a month flat” offer is closer to 3% a month in real terms. The effect gets worse as the term gets longer, and disappears entirely at a one-month term, where there is nothing repaid yet for the flat rate to overcharge on.

Flat rates are not automatically dishonest

They are much easier to compute and to explain — you can work one out in your head, which matters when a loan is being agreed across a table rather than by a system. Plenty of informal lending uses flat rates for exactly that reason, with no intent to mislead.

The problem is only ever comparison. A flat rate and a reducing-balance rate quoted as the same percentage are not the same price, so the percentage cannot be used to choose between two offers. Compare the total repaid and the monthly payment, which is what the calculator above puts side by side. If a lender will quote a rate but not a total, that is the thing worth noticing.

If you are the one lending

  • Say which kind it is. “2% a month on the reducing balance” and “2% a month flat” are different agreements, and the ambiguity is only ever discovered during an argument about the final payment.
  • Show the total. Agreeing on “you will repay $12,400.00 in twelve payments of $1,033.33” leaves nothing to reinterpret later.
  • Expect no reward for early repayment. On a flat plan the interest was fixed at the start, so paying early shortens the loan without saving anything. If you want to give the borrower a reason to pay early, use a reducing-balance plan.

Which plan is which in LoanCompass

Flat: add-on / flat rate, and bullet. Reducing balance: monthly amortization, diminishing balance, and fixed principal + interest. Interest-only sits apart — the rate is charged on the balance, but the balance never falls until the balloon, so it costs the same as a flat plan. All six compared.

Keep reading

Stop recalculating this by hand

LoanCompass keeps the schedule, the repayments and the running balance for every loan you have made, so the figures on this page stay current without you rebuilding them. It is free while in early access, and no money moves through it.