This calculator is most useful when
- +Borrowers who want to test payment comfort across different APRs and term lengths
- +Anyone planning a fixed borrowing amount for consolidation, repairs, or a major expense
Updated .
Estimate the monthly payment and total interest on a $100-$50,000 personal loan. Move the sliders to see how APR and term change the math.
A personal loan calculator estimates the fixed monthly payment, total scheduled interest, and total repayment for a chosen amount, rate, and term, assuming no origination fee. It is useful for comparing the same amount across rate-and-term combinations, but it does not predict approval or a lender quote. If an offer deducts a fee, compare its net proceeds and disclosed APR in the APR and total-cost tool.
Move the sliders to see how loan amount, APR, and term affect your monthly payment and total interest.
Model a $100 to $50,000 request; actual lender availability varies.
For example only. Figures are illustrative and do not represent an offer of credit. Actual APR, terms, fees, and monthly payments come from our lending partners after a soft-pull rate check.
Model the payment first, then use these checkpoints to decide whether this product structure still fits the situation.
Use this when you already know the target amount and want to see how APR and term change the payment.
Extending the term eases monthly cash flow but usually increases the dollars paid in interest.
Once the payment looks workable, compare it against the rate ranges and live offers tied to your credit tier.
If you are comparing card balances or home equity, the debt-consolidation or HELOC calculators answer the better question.
A personal loan is a fixed-rate installment loan. Your monthly payment is calculated with the standard amortization formula: it stays the same every month, but each payment splits between interest and principal.
A longer term lowers the monthly payment but raises total interest. A shorter term does the opposite.
Every fixed-rate installment loan uses the same payment formula: payment = P x r / (1 - (1 + r)^-n), where P is principal, r is the monthly rate, and n is the number of monthly payments.
This formula solves for a single, level payment that pays off the full balance on schedule.
APR changes the cost of carrying each dollar of principal. Term controls how many payments share that principal and interest. Raising either APR or term generally raises total interest, even when a longer term lowers the monthly payment.
For a useful comparison, hold the loan amount constant and change one input at a time. First test likely APRs, then test the shortest term whose payment leaves enough room for housing, food, insurance, savings, and irregular expenses.
This basic payment formula treats the entered rate as the rate charged on the note and does not model a separate fee. If a lender discloses an APR that already includes an origination fee, do not add that fee to the result a second time. Use the APR and total-cost tool for a fee-deducted scenario.
The lender disclosure controls. Compare APR, finance charge, monthly payment, total of payments, prepayment terms, fee amount, and net cash received. A lower payment is not automatically the lower-cost offer.
A payment can fit an underwriting ratio while still putting pressure on a household budget. Stress-test the result by reducing income, adding an emergency expense, or shortening the term. If the payment only works under the most optimistic assumptions, reduce the amount.
For debt consolidation, include a plan to stop adding card balances. For a discretionary purchase, compare postponing the expense or using savings against the full interest and fee cost shown by the calculator.
For a $10,000 note at a 12% annual interest rate over 36 monthly payments with no origination fee, the standard amortization formula produces about $332.14 per month. The scheduled interest is about $1,957.15, making total repayment about $11,957.15. These figures are an illustration, not an available offer.
If the term is extended, the payment usually falls while total interest rises. A disclosed APR that incorporates a deducted origination fee cannot simply be treated as the note interest rate and charged the fee again. Compare actual loan disclosures before choosing a payment target.
Once the payment fits, move into rates, product guides, or the soft-pull application flow that matches this calculation.
These government resources support the definitions and comparison framework. The calculator remains an educational estimate, and the lender's disclosure controls any real offer.
Use the amount and payment range you just modeled as your guardrail. A secure soft-pull rate check can show whether participating lenders return an option that fits it.