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ARM Mortgage Calculator

Project adjustable-rate mortgage payments across every rate phase. Enter loan details, the index + margin, and the initial/periodic/lifetime caps to see how your payment changes at each adjustment — with a full amortization schedule.

Currency

Loan

$
%
yr
yr
yr
Index, margin & rate caps
%
pp
pp
pp
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Results update live as you type

Initial Monthly Payment
during the 5-year fixed period at 6.5%
Rate After First Adjustment
Payment After First Adjustment
Total Interest Paid
Total Amount Paid

Balance, interest & payments over time

Balance falls toward zero as cumulative interest and total paid climb. Post-fixed-period figures assume a constant fully-indexed rate — actual future payments move with the index.

Rate & payment by phase

  • Fixed6.5%
    Months 160Payment $1,896.20
  • Adj. 16.75%
    Months 6172Payment $1,940.31
  • Adj. 26.75%
    Months 7384Payment $1,940.31
  • Adj. 36.75%
    Months 8596Payment $1,940.31
  • Adj. 46.75%
    Months 97108Payment $1,940.31
  • Adj. 56.75%
    Months 109120Payment $1,940.31
  • Adj. 66.75%
    Months 121132Payment $1,940.31
  • Adj. 76.75%
    Months 133144Payment $1,940.31
  • Adj. 86.75%
    Months 145156Payment $1,940.31
  • Adj. 96.75%
    Months 157168Payment $1,940.31
  • Adj. 106.75%
    Months 169180Payment $1,940.31
  • Adj. 116.75%
    Months 181192Payment $1,940.31
  • Adj. 126.75%
    Months 193204Payment $1,940.31
  • Adj. 136.75%
    Months 205216Payment $1,940.31
  • Adj. 146.75%
    Months 217228Payment $1,940.31
  • Adj. 156.75%
    Months 229240Payment $1,940.31
  • Adj. 166.75%
    Months 241252Payment $1,940.31
  • Adj. 176.75%
    Months 253264Payment $1,940.31
  • Adj. 186.75%
    Months 265276Payment $1,940.31
  • Adj. 196.75%
    Months 277288Payment $1,940.31
  • Adj. 206.75%
    Months 289300Payment $1,940.31
  • Adj. 216.75%
    Months 301312Payment $1,940.31
  • Adj. 226.75%
    Months 313324Payment $1,940.31
  • Adj. 236.75%
    Months 325336Payment $1,940.31
  • Adj. 246.75%
    Months 337348Payment $1,940.31
  • Adj. 256.75%
    Months 349360Payment $1,940.31

Amortisation schedule

  • Year 1Balance $296,646.82
    Rate 6.5%Principal $3,353.18Interest $19,401.27
  • Year 2Balance $293,069.08
    Rate 6.5%Principal $3,577.74Interest $19,176.70
  • Year 3Balance $289,251.73
    Rate 6.5%Principal $3,817.35Interest $18,937.10
  • Year 4Balance $285,178.72
    Rate 6.5%Principal $4,073.01Interest $18,681.44
  • Year 5Balance $280,832.93
    Rate 6.5%Principal $4,345.79Interest $18,408.66
  • Year 6Balance $276,369.05
    Rate 6.75%Principal $4,463.89Interest $18,819.80
  • Year 7Balance $271,594.35
    Rate 6.75%Principal $4,774.70Interest $18,508.99
  • Year 8Balance $266,487.20
    Rate 6.75%Principal $5,107.15Interest $18,176.54
  • Year 9Balance $261,024.45
    Rate 6.75%Principal $5,462.75Interest $17,820.94
  • Year 10Balance $255,181.34
    Rate 6.75%Principal $5,843.11Interest $17,440.58
  • Year 11Balance $248,931.39
    Rate 6.75%Principal $6,249.95Interest $17,033.73
  • Year 12Balance $242,246.27
    Rate 6.75%Principal $6,685.12Interest $16,598.56
  • Year 13Balance $235,095.67
    Rate 6.75%Principal $7,150.60Interest $16,133.09
  • Year 14Balance $227,447.20
    Rate 6.75%Principal $7,648.48Interest $15,635.21
  • Year 15Balance $219,266.17
    Rate 6.75%Principal $8,181.02Interest $15,102.66
  • Year 16Balance $210,515.52
    Rate 6.75%Principal $8,750.65Interest $14,533.03
  • Year 17Balance $201,155.58
    Rate 6.75%Principal $9,359.94Interest $13,923.74
  • Year 18Balance $191,143.92
    Rate 6.75%Principal $10,011.66Interest $13,272.03
  • Year 19Balance $180,435.18
    Rate 6.75%Principal $10,708.75Interest $12,574.94
  • Year 20Balance $168,980.80
    Rate 6.75%Principal $11,454.37Interest $11,829.31
  • Year 21Balance $156,728.88
    Rate 6.75%Principal $12,251.92Interest $11,031.77
  • Year 22Balance $143,623.89
    Rate 6.75%Principal $13,104.99Interest $10,178.69
  • Year 23Balance $129,606.42
    Rate 6.75%Principal $14,017.47Interest $9,266.22
  • Year 24Balance $114,612.95
    Rate 6.75%Principal $14,993.48Interest $8,290.21
  • Year 25Balance $98,575.51
    Rate 6.75%Principal $16,037.44Interest $7,246.25
  • Year 26Balance $81,421.41
    Rate 6.75%Principal $17,154.09Interest $6,129.59
  • Year 27Balance $63,072.91
    Rate 6.75%Principal $18,348.50Interest $4,935.19
  • Year 28Balance $43,446.85
    Rate 6.75%Principal $19,626.07Interest $3,657.62
  • Year 29Balance $22,454.26
    Rate 6.75%Principal $20,992.59Interest $2,291.10
  • Year 30Balance $0.00
    Rate 6.75%Principal $22,454.26Interest $829.43
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What the ARM Mortgage Calculator does

An adjustable-rate mortgage (ARM) charges one rate for an introductory fixed period, then re-prices at regular intervals for the rest of the term. This calculator projects the full rate-and-payment path of an ARM: it holds your start rate through the fixed period, then, at each adjustment, moves the rate toward the fully-indexed rate (index + margin) within your caps and re-amortizes the payment over the remaining balance and months.

The result is the number most borrowers actually want to see before signing: not just today's low teaser payment, but what the payment could become after the fixed period ends. If you want a single unchanging rate instead, compare against a fixed-rate loan with the amortization calculator and its full payoff schedule.

How the math works

Each rate phase is a standard fully-amortizing loan solved over its remaining balance and months:

A = B × r / (1 − (1 + r)−m)

  • B — outstanding balance at the start of the phase
  • r — monthly rate = annual rate ÷ 12 ÷ 100
  • m — number of monthly payments remaining in the loan

When the rate is 0%, the formula reduces to straight-line pay-down: A = B ÷ m.

At each adjustment the target is the fully-indexed rate = index + margin. The new rate moves toward that target but no further than the applicable cap allows — the initial cap at the first adjustment, the periodic cap at every adjustment after that — and it can never exceed the lifetime ceiling of start rate + lifetime cap. Because the payment is recomputed over the shrinking remaining term, the loan still retires exactly at the end of the original schedule.

The lifetime cap is your worst-case ceiling. With a 6.5% start rate and a 5-point lifetime cap, your rate can never exceed 11.5% — so before you take an ARM, make sure you can afford the payment at that maximum rate, not just today's introductory payment.

Worked example — a 5/1 ARM

A $300,000 loan, 6.5% start rate, 30-year term, with a 5-year fixed period, annual adjustments, a 4% index, a 2.75% margin and 2/2/5 caps. The fully-indexed rate is 6.75%, so the first adjustment nudges the rate up modestly — the initial payment of $1,896.20 rises to $1,940.31 once the fixed period ends:

PhaseMonthsRateMonthly payment
Fixed period1606.5%$1,896.20
Adjustment 161726.75%$1,940.31
Adjustment 273846.75%$1,940.31
Adjustment 385966.75%$1,940.31
Adjustment 4971086.75%$1,940.31

Over the full term this ARM pays about $395,864 in interest under the constant-index assumption. Change the index in the calculator to a higher value to see how the caps throttle the climb.

ARM vs fixed-rate mortgage

The trade-off is a lower starting rate in exchange for rate uncertainty later:

FeatureAdjustable-rate (ARM)Fixed-rate
Starting rateUsually lowerUsually higher
Rate after fixed periodAdjusts with the index (within caps)Never changes
Payment predictabilityVaries after the fixed periodConstant for the whole term
Best whenYou sell/refinance before the first adjustmentYou keep the loan long term
Main riskRate rises up to the lifetime capYou overpay if rates fall

Deciding between the two often comes down to how long you'll keep the home and whether the payment fits your budget at the worst case. Sizing the loan against your income first? The house affordability calculator helps, and the refinance calculator shows whether switching to a fixed rate later would pay off.

Assumptions and limitations

  • Monthly payments and monthly compounding (periodic rate = annual ÷ 12), the standard US fully-amortizing convention.
  • Post-fixed-period payments assume a constant fully-indexed rate. Real index values change over time, so those figures are scenario projections, not a promise of your future payment.
  • The periodic cap is applied symmetrically, so the rate can step down as well as up when the index falls.
  • No negative amortization — the payment always covers accrued interest, matching post-2014 Qualified Mortgage ARMs.
  • Rate rounding conventions (e.g. to the nearest 0.125%), payment-lookback timing, and interest-only or hybrid I/O ARMs are not modeled.
  • Principal and interest only — property taxes, homeowners insurance, PMI and HOA dues are excluded. Your total housing payment (PITI) is higher.
  • This is an estimate for planning, not financial advice. Your actual ARM terms are governed by the loan note and TILA/CHARM disclosures.

Frequently asked questions

What is an adjustable-rate mortgage (ARM) and how does it differ from a fixed-rate mortgage?+

An ARM starts with a fixed interest rate for an introductory period (e.g. 5 years on a 5/1 ARM), then adjusts periodically based on a market index plus the lender's margin. A fixed-rate mortgage keeps the same rate for the entire term. ARMs typically start with a lower rate, which can be advantageous if you plan to sell or refinance before the first adjustment.

What does 5/1 ARM mean?+

The first number (5) is the fixed-rate period in years — your rate won't change for the first 60 months. The second number (1) is the adjustment frequency in years after the fixed period — your rate can change every 12 months thereafter. A 7/6 ARM would have a 7-year fixed period with adjustments every 6 months after that.

How are ARM rate caps structured?+

US ARMs typically have three caps: (1) the Initial cap — how much the rate can change at the first adjustment (commonly 2% or 5%); (2) the Periodic cap — the maximum change at each subsequent adjustment (commonly 2%); and (3) the Lifetime cap — the total maximum rate increase above the starting rate over the life of the loan (commonly 5%). A 2/2/5 cap structure is very common.

What are the index and margin in an ARM?+

The index is a market benchmark interest rate (such as SOFR or the 1-year Treasury CMT) that changes over time. The margin is a fixed number of percentage points the lender adds to the index. Together, index + margin = the fully indexed rate, which is your new rate at each adjustment (subject to caps). If the index is 4% and the margin is 2.75%, your fully indexed rate is 6.75%.

Does my ARM payment re-amortize after each rate adjustment?+

Yes, for standard fully-amortizing ARMs. At each adjustment, the new monthly payment is recalculated using the adjusted rate, the current outstanding balance, and the remaining number of months — so the loan still pays off exactly at the end of the original term. This means a rate increase raises the payment, and a rate decrease lowers it.

What happens to my ARM payment if market rates rise sharply?+

Your rate can only rise by as much as your caps allow. At the first adjustment, the initial cap applies; at subsequent adjustments, the periodic cap applies; and the lifetime cap limits the total rise. For example, with a 2/2/5 cap on a 6.5% ARM, the rate can never exceed 11.5% (6.5% + 5 lifetime cap), no matter how high market rates go.

Can my ARM rate decrease as well as increase?+

Yes. If the index falls, your fully indexed rate may be lower than your current rate. The periodic cap typically applies symmetrically to downward moves too, limiting how much the rate can drop at any single adjustment. This protects lenders but also smooths out sudden decreases for borrowers.

Is an ARM a good idea if I plan to sell my home in 5 years?+

It can be. If your fixed period matches or exceeds your planned ownership horizon, you get a lower initial rate and may never experience a rate adjustment. However, plans change — if you stay longer than expected, you assume the risk of rate increases. Always ensure you can afford the maximum possible payment before choosing an ARM.

How accurate is this ARM calculator for my actual loan?+

This calculator projects payments based on an assumed constant fully-indexed rate after the fixed period. Actual future payments will differ because the market index changes over time. The projected post-adjustment payments show you a scenario — not a guaranteed future payment. For binding payment information, consult your TILA/CHARM disclosures from your lender.

What SOFR-based index should I use if my loan references SOFR?+

Enter the current 30-day Average SOFR (or 90-day SOFR, depending on your note) as the index rate. The Federal Reserve Bank of New York publishes daily SOFR averages. If your loan uses the 1-year Treasury CMT, use that rate instead. The margin your lender specified (typically 2–3%) stays constant.

Does this ARM calculator include property taxes and insurance (PITI)?+

No. This calculator computes the principal and interest (P&I) portion of your payment only. Property taxes, homeowners insurance, PMI and HOA dues are not included. Your total monthly housing cost (PITI) will be higher — contact your lender or insurer for those estimates.

How does the ARM calculator differ from a standard amortization calculator?+

A standard amortization calculator uses a single fixed rate for the entire loan term. An ARM calculator models multiple rate phases: a fixed intro period at the start rate, then successive adjustments where the rate changes (subject to caps) and the payment is re-amortized. Use the ARM calculator any time your loan has a variable rate after an initial fixed period.

Disclaimer

This calculator is provided for general educational and informational purposes only. Its results are estimates based on the figures you enter; a lender’s actual offer, interest rate, fees and eligibility criteria may differ. It is not financial or lending advice. Please confirm the details with your lender and consult a qualified professional before borrowing.

Sources

Formula and data last reviewed by the TheCalculatorVault team on 5 July 2026. Figures are for general information, not professional advice.