Interest-Only Loan Payment Calculator
See your monthly interest-only payment, what happens when the loan starts amortizing, and how much interest you might pay over time.
This is an educational tool to help you understand interest-only loans and payment shock, not a lender quote or guarantee.
Last updated: February 9, 2026
Lower Payments Now, But the Balance Stays Put
You borrow $350,000 and pay $1,750/month for five years. Then your statement arrives: $2,900/month. Same loan, same rate—but the interest-only period ended. That's the reality of interest-only loans, and this calculator shows you both numbers upfront so you're not caught off guard.
During the interest-only (IO) period, you pay only the interest accruing on your balance. Your principal doesn't shrink—you owe the same amount you borrowed on day one. When IO ends, the loan converts to full amortization: you now pay principal AND interest, squeezed into a shorter remaining term. The payment jump can be 40-70%.
Enter your loan amount, rate, total term, and IO period. The calculator displays both payment phases, the exact percentage increase, and total interest over the loan's life. Use it to decide if an IO structure fits your financial plan—or if it's a trap waiting to spring.
The Variables That Drive Your IO Payment
Loan amount: IO payments scale directly. $200,000 at 6% costs $1,000/month interest-only. $400,000 at 6% costs $2,000/month. Double the balance, double the payment.
Interest rate: Every 1% rate change moves your IO payment by $83 per $100,000 borrowed monthly. An IO ARM (adjustable-rate mortgage) adds uncertainty—your IO payment can rise mid-period if rates increase.
IO period length vs. total term: A 30-year loan with a 10-year IO period leaves only 20 years for amortization. The same loan with a 5-year IO period has 25 years to amortize. Longer IO = lower payment now, higher payment later, more total interest paid.
Post-IO = P × [r(1+r)^n] / [(1+r)^n - 1] (where n = remaining months)
What Payment Shock Really Looks Like
Example 1: Investment Property Loan
Marcus buys a rental property for $420,000 with 25% down. He takes a $315,000 IO loan at 7.25% with a 7-year IO period and 30-year total term.
- IO payment (years 1-7): $1,903/month
- Post-IO payment (years 8-30): $2,452/month
- Payment increase: $549/month (+29%)
- Total interest over 30 years: $411,480
Marcus's cash flow is strong during IO—rent covers the payment plus expenses. His plan: refinance or sell before year 7 if the property appreciates. If property values are flat, he'll face $549/month higher cost or need to refinance at whatever rates exist then.
Example 2: Short IO Period, Manageable Jump
Rachel takes a $280,000 mortgage at 6.5% with only a 3-year IO period and 30-year term. She's in medical residency with a big income jump expected in year 4.
- IO payment (years 1-3): $1,517/month
- Post-IO payment (years 4-30): $1,837/month
- Payment increase: $320/month (+21%)
- Compared to 30-year amortizing from day 1: $1,770/month
Rachel's IO period is short, so the jump is modest. She saves $253/month for 3 years ($9,108 total) during low-income residency. Her attending salary easily handles the higher payment. This is IO used strategically.
Where IO Loans Go Wrong
Using IO to afford more house: If you can only afford the IO payment, you can't afford the house. When payments increase, you'll either struggle or be forced to sell. IO should be a strategy, not a stretch.
No equity building: During IO, your principal balance doesn't decrease. If home values drop, you could owe more than the house is worth with no equity cushion.
Refinancing isn't guaranteed: Many IO borrowers plan to refinance before the payment jump. But rates might be higher, your credit might change, or lending standards might tighten. Don't count on refinancing as your only exit.
Combining IO with variable rates: An IO ARM doubles your risk. If rates rise AND your IO period ends simultaneously, your payment could jump 60%+ overnight.
Balloon payment structures: Some IO loans require the full balance due at the end instead of converting to amortization. Miss this detail and you face a six-figure payment with no warning.
How the Calculator Computes Payments
IO phase: Monthly payment = (Principal × Annual Rate) ÷ 12. The balance remains constant since no principal is paid.
Post-IO phase: The full original principal is amortized over the remaining term using standard loan formulas. A 30-year loan with 7-year IO becomes a 23-year amortization.
Total interest: IO phase interest + post-IO phase interest. IO loans typically cost more total interest than equivalent amortizing loans because you pay interest on the full balance longer.
Assumptions: Fixed interest rate (if you have an ARM, actual results will vary), no prepayments during IO, and full amortization after IO ends (not balloon).
Sources
- Consumer Financial Protection Bureau — What is an interest-only loan?
- FDIC Consumer Resources — Mortgage protections and disclosures
For Educational Purposes Only - Not Financial Advice
This calculator provides estimates for informational and educational purposes only. It does not constitute financial, tax, investment, or legal advice. Results are based on the information you provide and current tax laws, which may change. Always consult with a qualified CPA, tax professional, or financial advisor for advice specific to your personal situation. Tax rates and limits shown should be verified with official IRS.gov sources.
Common Questions
Does this match my bank's exact loan terms?
Can my rate change over time?
What happens if I make extra payments during the IO phase?
What is a balloon payment?
Why do payments jump after the interest-only period?
Is this financial advice?
Related Tools
Standard Loan Repayment Calculator
Calculate monthly payments, total interest, and amortization schedules for a standard loan
Mortgage Calculator
Calculate mortgage payments including principal, interest, taxes, and insurance
HELOC Payment & Draw Period Calculator
Estimate interest-only payments during the draw period and required payments during repayment
APR vs Interest Rate Explainer
Understand how fees and charges make the true cost of borrowing higher than the advertised rate
Buy Now Pay Later True Cost Calculator
Calculate the real cost of BNPL services and compare to other payment options