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How a remaining loan balance works

By Jude Wallis

The balance left on a loan is not the original amount minus the payments made. On $250,000 at 6.5 percent over 30 years, sixty payments of $1,580.17 have gone out and $234,027.44 is still owed, because most of each early payment was interest rather than repayment.

Remaining balance

$234,027.44

After 60 payments of $1,580.17.

Remaining balance
$234,027.44
Scheduled payment
$1,580.17
$
%
yr

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In short

  • After 60 payments the balance is $234,027.44, so 250,000234,027.44=15,972.56250{,}000 - 234{,}027.44 = 15{,}972.56 of the loan has been repaid.
  • After 180 payments, half the term, the balance is $181,397.85, still well over half the original loan.
  • Each payment covers that month's interest first, and only the remainder reduces the balance.
  • The share going to principal rises every month, which is why the second half of a mortgage repays far more than the first.

Why five years of payments barely dents the loan

The payment is fixed, but its composition is not. In month one on $250,000 at 6.5 percent, interest takes most of the $1,580.17 and only the small remainder reduces the balance. Sixty payments later the balance is $234,027.44, so only 250,000234,027.44=15,972.56250{,}000 - 234{,}027.44 = 15{,}972.56 of the original loan has actually been cleared.

That is not a fee or a penalty. It is what charging interest on an outstanding balance does: while the balance is near its opening level, the interest charge is near its opening level too.

The curve is the whole story

Amortisation is not linear. At the halfway point, 180 payments in, the balance is $181,397.85, which is well over half of what was borrowed. The remaining half of the term then clears all of that, because by then most of each payment is principal.

This is why a mortgage feels stuck for years and then suddenly moves. How amortisation works shows the split month by month, and it is worth looking at once, because the shape explains most of the behaviour people find surprising about home loans.

What the balance is used for

Three decisions need it. Refinancing needs the payoff figure, because that is the amount the new loan has to cover. Selling needs it, because the balance comes out of the proceeds. Equity calculations need it, since equity is value minus balance, which the loan to value calculator turns into a ratio.

An extra payment changes all of it. Anything above the scheduled amount reduces the balance immediately and removes every future interest charge that balance would have generated, which is why how extra payments work matters more early in a loan than late.

The payoff figure is not quite the balance

A lender's payoff quote adds interest accrued to the settlement date and any fees, so it is usually a little above the scheduled balance shown here. Use this figure for planning and the lender's quote for completing. The remaining loan balance calculator shows both the payment and the balance at any point in the schedule, and interest-only against amortising shows the alternative where the balance never moves at all. This is educational material, not financial advice.

Worked examples

\$250,000 after 60 payments

A $250,000 mortgage at 6.5 percent over 30 years has had 60 payments made. What is left owing?

  1. The scheduled payment is $1,580.17 a month.
  2. Walk the schedule: add interest at 6.5 percent divided by 12, subtract the payment, repeat 60 times.
  3. The balance after five years is $234,027.44.

$234,027.44 is still owed after five years of payments on a $250,000 loan.

The same loan at the halfway point

The same $250,000 loan after 180 payments, which is half of the 30-year term.

  1. The payment is unchanged at $1,580.17.
  2. Running the schedule to payment 180 leaves $181,397.85.

$181,397.85 after 15 years. Half the term has cleared well under half the loan, and the second half clears the rest.

Common questions

Why is the balance so high after five years?

Because early payments are mostly interest. Only the part of each payment above the interest charge reduces the balance.

Is this the same as a payoff quote?

Close, but a lender adds accrued interest to the settlement date and any fees, so the quote is usually slightly higher.

How do extra payments change it?

They cut the balance straight away and remove all the future interest that balance would have generated.

Is this financial advice?

No. It is educational material about reading an amortisation schedule.

This page is educational material, not financial advice. The figures come from the formula shown and assume the inputs you enter hold for the whole term. Your own rate, fees, taxes and timing will differ, so treat the output as arithmetic to check a decision against, not as a recommendation.