Fixed vs Variable Rate Mortgage Comparison
A fixed vs variable rate mortgage comparison tool is a free online tool that compares fixed-rate mortgages against adjustable-rate mortgages (ARMs). It shows initial payments, worst-case scenarios, and total cost differences side by side. Free, no sign-up required.
Loan Details
?The total amount you want to borrow.
?An interest rate that stays the same.
?Enter your arm initial rate.
?Enter your arm fixed period.
?Enter your arm adjustment cap.
?Enter your arm lifetime cap.
?The length of your mortgage in years. Common terms are 15 or 30 years.
End of inputs
Fixed Rate vs Variable Rate (ARM)
| Metric | Fixed Rate Constant 6.50% rate for 30 years | Variable Rate (ARM) Starts at 5.50%, caps at 11.50% |
|---|---|---|
| Initial Payment | $1,896.20 | $1,703.37 |
| Max Payment | $1,896.20 | $2,819.50 |
| Total Interest | $382,636.71 | $313,210.43 |
| Total Cost | $682,636.71 | $613,210.43 |
The ARM starts $193/month lower but could rise to $2,820 at the lifetime cap. Choose fixed for payment certainty; choose ARM if your holding period fits the fixed window.
Key Insights
Worst-case, your ARM payment could rise from $1,703.37 to $2,819.50 — a $1,116.13 (65.52%) increase if rates hit the lifetime cap of 11.50%. This is payment shock that would strain most budgets. Only take the ARM if you can absorb this worst-case payment or have a clear exit (sale or refinance) before the cap is reached.
The ARM's initial payment of $1,703.37 is $192.83 lower than the fixed-rate's $1,896.20 — a 10.17% discount. This sizable monthly savings is the primary appeal of the ARM during the 5-year fixed period. If you sell or refinance before the first adjustment, you capture the savings without bearing the rate risk.
Your fixed rate of 6.50% is 1.00% higher than the ARM's initial 5.50% — an unusually wide spread. This large discount can translate to meaningful savings over the 5-year fixed period, but verify the ARM isn't a teaser that requires points or has unfavorable post-adjustment terms.
Your 30-year holding plan extends well beyond the ARM's 5-year fixed period — you'd face many years of adjustment risk where rates could climb to the lifetime cap. For long horizons, the fixed-rate loan's payment certainty usually outweighs the ARM's modest initial discount. Choose the ARM only if you have a strong refinance plan.
Your fixed rate is in the middle of the historical range. Neither the ARM nor the fixed-rate has a clear advantage based on rate environment alone; the decision hinges on your holding period, risk tolerance, and willingness to monitor rates for a refinance opportunity.
Guide
How to Use This Calculator
- 1Enter the loan amount you are borrowing (the principal, after your down payment).
- 2Set the fixed interest rate using the slider. Use a recent quote from your lender or a current 30-year fixed market average.
- 3Set the ARM's initial (teaser) rate using the slider. ARMs typically start 0.25% to 0.5% below equivalent fixed rates.
- 4Choose the ARM's initial fixed period: 5 years (5/1 ARM), 7 years (7/1 ARM), or 10 years (10/1 ARM). Shorter fixed periods usually mean larger initial discounts.
- 5Set the ARM's per-adjustment cap (typically 2%) and lifetime cap (typically 5% or 6% above the initial rate). These define your worst-case payment.
- 6Set the total loan term in years (typically 30 for both scenarios).
- 7Review the side-by-side comparison: initial payment, worst-case max payment, total interest, and total cost. Read the AI Insight for a personalized interpretation, then study the rate-curve chart to see how the ARM's worst-case rate climbs over time.
Formula
How It's Calculated
Fixed-Rate Monthly Payment (standard amortization): M_fixed = P × [r(1+r)^n] / [(1+r)^n − 1] Where: - M_fixed = monthly P&I payment (constant for the life of the loan) - P = loan amount (principal) - r = monthly interest rate (annual rate ÷ 12) - n = total number of payments (years × 12) ARM Initial Payment (same formula, with the teaser rate): M_arm_initial = P × [r_arm(1+r_arm)^n] / [(1+r_arm)^n − 1] ARM Worst-Case Adjustment (at the lifetime cap): At each adjustment, the rate is recomputed as: r_new = min(r_previous + adjustment_cap, initial_rate + lifetime_cap, index + margin) The new payment is then recomputed on the remaining balance over the remaining term: M_new = balance_remaining × [r_new(1+r_new)^n_remaining] / [(1+r_new)^n_remaining − 1] Worst-case rate path (used by this comparison): - Years 1..initialYears: rate = initial_rate - Year (initialYears+1): rate = initial_rate + adjustment_cap - Year (initialYears+2): rate = initial_rate + 2 × adjustment_cap (capped at lifetime cap) - ...continues until rate = initial_rate + lifetime_cap, then stays there For a $300,000 5/1 ARM at 5.5% with 2% per-year cap and 6% lifetime cap: - Initial rate: 5.5% (years 1-5) - Year 6 rate: 7.5% (5.5% + 2%) - Year 7 rate: 9.5% (5.5% + 4%) - Year 8+ rate: 11.5% (5.5% + 6%, lifetime cap) - Initial monthly P&I: $1,702.83 - Worst-case max monthly P&I: ~$2,950 (recomputed on remaining balance at 11.5%) The comparison also computes the equivalent fixed-rate payment for the same loan amount and term, so you can see the trade-off between the ARM's initial discount and the fixed-rate's payment certainty.
Glossary
Key Terms
FAQ
Frequently Asked Questions
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