Interest Only Loan Calculator (2026)
Calculate interest-only monthly payments, see the exact payment shock when principal kicks in, and get a full amortization schedule — for mortgages, HELOCs, and construction loans.
For interest-only purchase mortgages or refinances. Calculates IO period payment, fully-amortized payment after IO ends, and total interest cost.
HELOC draw period is typically 10 years interest-only. After draw period, a 20-year repayment phase begins with full principal + interest payments.
Construction loans are interest-only during the build phase. Funds are drawn progressively — this calculates your average IO payment based on expected total draw.
Results
Adjust inputs and click Calculate
| Month | Phase | Payment | Principal | Interest | Balance |
|---|
*Estimates only. Does not include property taxes, insurance, or PMI. Consult your lender for exact figures.
How Interest-Only Loans Work
An interest-only (IO) loan has two distinct phases. During the IO period (typically 5–10 years), your monthly payment covers only the interest — your principal balance does not change at all. After the IO period, you enter the amortization phase, where your payment jumps significantly because you must now repay 100% of the original principal over a shorter remaining term.
The Two Phases in Plain English
| Phase | Duration | What You Pay | Balance Change |
|---|---|---|---|
| Interest-Only Period | 5–10 years (typical) | Interest only — no principal | Stays at 100% of original loan |
| Amortization Period | Remaining term (e.g., 20 yrs on a 30-yr loan) | Principal + Interest — full payment | Decreases each month |
Interest-Only Loan Payment Formula
The IO payment is straightforward — simpler than a standard amortizing payment because no principal is included:
Interest-Only Period Payment
Monthly IO Payment = Loan Balance × (Annual Rate ÷ 12)
Example: $400,000 × (7.0% ÷ 12) = $400,000 × 0.005833 = $2,333/month
Fully-Amortized Payment (After IO Period)
Monthly Payment = P × [r(1+r)^n] ÷ [(1+r)^n − 1]
P = remaining balance (= original loan if no extra payments made)
r = monthly rate = Annual Rate ÷ 12
n = remaining months (e.g., 240 months if 20 years remain)
Example: $400K at 7%, 20 yrs remaining → $3,101/month
Payment Shock Calculation
Payment Shock ($) = Full Amortized Payment − IO Payment
Payment Shock (%) = (Full Payment ÷ IO Payment − 1) × 100
Example: ($3,101 − $2,333) = $768 more (+32.9% increase)
Payment Shock — The Most Important Number
Payment shock is the sudden and permanent increase in your monthly mortgage payment when the interest-only period ends. It is the primary risk of IO mortgages and the reason lenders are required by the Ability-to-Repay (ATR) rule to qualify borrowers at the fully-amortized payment — not the lower IO payment.
Real Payment Shock Examples (2026)
| Loan Amount | Rate | IO Period | IO Payment | Post-IO Payment | Shock |
|---|---|---|---|---|---|
| $300,000 | 7.0% | 10 yr (20 yr left) | $1,750/mo | $2,326/mo | +$576 (+33%) |
| $400,000 | 7.0% | 10 yr (20 yr left) | $2,333/mo | $3,101/mo | +$768 (+33%) |
| $600,000 | 7.5% | 10 yr (20 yr left) | $3,750/mo | $4,833/mo | +$1,083 (+29%) |
| $800,000 | 7.25% | 5 yr (25 yr left) | $4,833/mo | $5,791/mo | +$958 (+20%) |
| $1,000,000 | 7.5% | 10 yr (20 yr left) | $6,250/mo | $8,056/mo | +$1,806 (+29%) |
Assumes no extra principal payments during IO period and rate remains constant throughout.
HELOC Interest-Only Calculator — How It Works
A Home Equity Line of Credit (HELOC) is a revolving credit line secured by your home equity. Most HELOCs have a 10-year draw period during which you can borrow up to your credit limit and pay interest only on the amount drawn. After the draw period, the repayment period begins — typically 20 years of fully amortizing principal + interest payments.
HELOC IO Payment Formula
Monthly IO Payment = Outstanding Balance × (Current Rate ÷ 12)
Example: $75,000 drawn at 9.25% → $75,000 × (0.0925 ÷ 12) = $578/month
HELOC vs. Home Equity Loan
| Feature | HELOC | Home Equity Loan |
|---|---|---|
| Rate type | Variable (Prime + margin) | Fixed |
| Draw structure | Revolving line — draw as needed | Lump sum at closing |
| IO period | Yes — typically 10 years | No — amortizes immediately |
| Payment stability | Varies with rate and balance | Fixed and predictable |
| Best for | Ongoing expenses — renovations, tuition | One-time large expense |
| 2026 typical rate | Prime + 0.5–1% (~9.0–9.5%) | 8.5–9.5% fixed |
Construction Loan Interest-Only Calculator
Construction loans are almost universally interest-only during the construction phase (typically 6–24 months). Unlike a standard mortgage, funds are disbursed in stages (called "draws") as construction milestones are completed — so you only pay interest on the amount actually drawn, not the full loan amount.
How Construction Loan IO Payments Work
- Month 1–3: Foundation and framing draws (~25–30% of loan) → small IO payment
- Month 4–8: Mechanical, electrical, plumbing draws (~50–60% drawn) → growing IO payment
- Month 9–12+: Finishing draws (~75–100% drawn) → near-maximum IO payment
- At completion: Loan converts to permanent mortgage (construction-to-perm) or is refinanced
Monthly IO Payment = Amount Drawn × (Rate ÷ 12)
Avg payment during build = Total Loan × Avg Draw% × (Rate ÷ 12)
Example: $350,000 loan, 50% avg draw, 8.5% → $350K × 0.50 × 0.007083 = $1,240/mo avg
Interest-Only Loan Pros & Cons
Pros
- Lower initial payments. IO payments are 20–35% lower than fully-amortizing payments, freeing cash flow for other investments or expenses.
- Flexibility for high earners with variable income. Commission-based earners, business owners, and investors can pay minimums in slow months and make principal lump-sum payments in good months.
- Investment leverage. If you can earn more than your mortgage rate by investing the payment difference, IO loans can make mathematical sense. At 7% mortgage rate, you'd need investment returns above 7% after tax to justify this strategy.
- Useful for short hold periods. Investors who plan to sell in 3–5 years never experience payment shock — they capture appreciation without the higher amortizing payment.
Cons
- Zero equity buildup. You build no equity through payments — only through appreciation. If prices fall, you can go underwater immediately.
- Payment shock is real and significant. A 30–40% payment increase after the IO period is not hypothetical — it is mathematically guaranteed unless you have paid down significant principal.
- Higher total interest cost. IO loans cost more in total interest than standard amortizing loans because the principal balance stays higher for longer.
- Qualification is harder. Lenders must qualify you at the fully-amortized payment (ATR rule), so you must prove you can afford the higher payment even if you're not paying it yet.