Smart Loan Payoff Calculator
Find the fastest, cheapest way to pay off any loan. Compare payoff strategies, see how extra payments slash interest, and get a full amortisation schedule with month-by-month breakdown.
Extra payment impact
Avalanche vs Snowball
Amortisation schedule
Interest saved
Payoff date
Free to use
Loan Type
Loan Details
$
Remaining loan balance%
APR (annual percentage rate)mo
Months remaining on loan
Display currency
Payoff Strategy
$
Additional amount per month$
Extra payment made today
Which month to apply lump sum
How often you pay
First payment month
First payment year
%
Deductible % (mortgage etc.)Payoff Results
Monthly Payment
—
Required per month
Press Calculate
Payoff Date
—
Debt-free by
—
Interest Saved
—
vs minimum payments
—
Total Interest
—
Cost of borrowing
—
Payment Breakdown
Interest vs Principal
Interest as % of Total Paid
—
Interest paid vs total repaid
Balance Paid Off
—
Principal cleared vs original
Balance Paydown Journey
Remaining Balance (with extra)
Remaining Balance (minimum only)
Cumulative Interest Paid
Cumulative Principal Paid
Payoff Strategy Comparison
🕑 Minimum Payments
—
Payoff date
Total Interest
—
Total Paid
—
⚡ Your Strategy
—
With extra payments
Interest Saved
—
Months Saved
—
🚀 Double Payments
—
2x monthly payment
Interest Saved
—
Months Saved
—
Detailed Metrics
Base Monthly Payment
—
/mo
Minimum required payment
Total Monthly Payment
—
/mo
Base + extra combined
Monthly Interest
—
First month interest charge
Monthly Principal
—
First month principal paid
Effective Interest Rate
—
% p.a.
APR on this loan
Tax-Deductible Interest
—
Est. tax saving on interest
Interest-to-Principal Ratio
—
x
Total interest vs balance
Payoff Acceleration
—
months early
vs minimum schedule
Amortisation Schedule
| Month / Date | Payment | Principal | Interest | Extra Payment | Balance | Total Paid |
|---|---|---|---|---|---|---|
| Press Calculate to generate amortisation schedule | ||||||
Formula Reference
M = P[r(1+r)^n] / [(1+r)^n-1]Monthly payment formula (amortisation)
Interest = Balance x Monthly RateInterest portion of each payment
Principal = Payment − InterestBalance-reducing portion of payment
Extra payments reduce Balance directlyApplied fully to principal, saving interest
Bi-weekly = 26 half-payments/yearEquals 13 monthly payments annually
Interest Saved = Min Interest − ActualBenefit of paying extra vs minimum
Common Questions
How does making extra payments save interest?
Every extra payment goes directly to your principal balance, not interest. Because interest is calculated on your remaining balance, reducing the principal faster means less interest accrues each month. Even small extra payments compound dramatically over time — an extra $200/month on a $25,000 loan at 8.5% for 48 months can save thousands in interest and cut months off your loan.
What is the difference between the Avalanche and Snowball methods?
The Avalanche method targets your highest-interest debt first, which minimises total interest paid — it is mathematically optimal. The Snowball method targets the smallest balance first, giving psychological wins by eliminating debts quickly. If you have multiple loans, use this calculator per loan and prioritise extra payments using whichever strategy fits your psychology. Most people stick with plans that feel rewarding.
How do bi-weekly payments help?
Bi-weekly payments mean you make 26 half-payments per year, which equals 13 full monthly payments instead of 12. That one extra payment per year goes straight to principal. On a 30-year mortgage, this strategy alone can shave 4-5 years off your loan and save tens of thousands in interest without feeling like a big sacrifice.
Should I pay off my loan early or invest the extra money?
This depends on your interest rates. If your loan interest rate is higher than your expected investment return, paying off the loan first gives a guaranteed, risk-free return equal to your interest rate. If your loan rate is low (e.g. a 3% mortgage) and you expect 8-10% from investments, investing may be better. Tax-deductible mortgage interest further tips the balance toward investing. Always have an emergency fund before making extra loan payments.
What happens if I make a lump-sum payment?
A lump-sum payment reduces your principal balance immediately. Because interest is computed on the outstanding balance, a large one-time payment at the start of the loan has the greatest impact — it prevents interest from compounding on that amount for the entire remaining term. This calculator lets you specify exactly which month to apply your lump sum to see the precise effect.
Is credit card debt calculated differently?
Yes. Credit cards typically require a minimum payment that is a percentage of the outstanding balance (e.g. 2%) plus fees, with a flat minimum floor (e.g. $25). Because the minimum payment shrinks as the balance falls, making only minimum payments can mean it takes decades to pay off even a moderate balance. This calculator models credit card minimums accurately — always pay more than the minimum.
Results are for illustrative purposes only. Actual loan terms and calculations may differ from your lender. Consult your loan documents and a financial advisor for advice specific to your situation.
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