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Interest-Only to Repayment Payment Shock Calculator

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Understanding the interest-only payment shock calculator — concept and principle

Many mortgages and investment loans start with an interest-only period and then switch to full repayments. The switch can raise the monthly payment sharply, which lenders and regulators call payment shock. This calculator shows the payment during the interest-only years, the payment once principal repayments begin, the size of the jump, the payment you would have had by amortizing from the start, and the extra interest the interest-only period costs.

Payment shock after an interest-only periodOn $300,000 at 6% with a 30-year term, three interest-only years cost $1,500 a month. Repayment then squeezes into 27 years at $1,871.96, a jump of $371.96 or 25%, higher than the $1,798.65 of repaying from day one, and $12,999.20 more interest in total.After interest-only, the payment steps upyears 1–3$1,500interest onlyyears 4–30$1,871.96repaid over 27 years$1,798.65 if repaid from day one+$371.96 (+25%)$300,000 at 6%, 30-year term, 3 years interest-onlystep heights start at $1,100+$12,999 extra interestcompared with repaying from the start
The interest-only years shorten the repayment period, so the later payment is higher than a normal loan’s.

How it is calculated

With loan P, monthly rate i = annual rate ÷ 12, total term Y years and interest-only period k years:

The principle

During the interest-only years the balance stays at the full amount. When repayments start, the whole principal must be repaid over the remaining term, which is shorter than the original one. Squeezing the same principal into fewer months raises the payment, and the payment now also includes principal on top of the interest. Because the balance stayed high for longer, more interest is paid in total than on a loan that amortized from the first month.

Worked example

  1. Loan $300,000, 6% a year, 30-year term, first 3 years interest only; i = 0.005.
  2. Interest-only payment = 300,000 × 0.005 = $1,500.00.
  3. After year 3 the loan is repaid over 27 years (324 months): a₂ ≈ $1,871.96.
  4. Jump = 1,871.96 − 1,500.00 = $371.96, about +25%.
  5. Amortizing over 30 years from the start would cost $1,798.65 a month.
  6. Extra interest = 1,500 × 36 + 1,871.96 × 324 − 1,798.65 × 360 ≈ $12,999.20.

How to read the result

The longer the interest-only period relative to the term, the bigger the jump. Check that the post-switch payment fits your budget today, not only after expected pay rises. If it does not, plan for it: save the difference during the IO years or make voluntary principal payments. If rates rise in the meantime on a variable loan, the jump will be larger than shown.

Common mistakes

Keep in mind: Assumes a fixed rate for the whole term and no fees or extra payments. Real contracts may reset rates or terms at the switch. This is an estimate, not financial advice.

Frequently asked questions

Why does the payment rise so much?

You start paying principal, and you repay it over fewer years than the original term.

How can I soften the shock?

Pay some principal during the IO period, choose a shorter IO period, or refinance before the switch if better terms are available.

Is the extra interest large?

Here it is about $13,000 over 30 years; it grows with the IO period and the rate.

Sources: Standard time value of money mathematics (amortizing loan payment) · U.S. Consumer Financial Protection Bureau, information on interest-only mortgages

Checked 8 Nov 2026. Standard financial mathematics (time value of money). Estimates for information only — not financial advice.

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