Finance & Money Calculators

Personal Loan Calculator

Calculate personal-loan payments, total interest, and total cost from principal, rate, term, and repayment assumptions.

Personal Loan Calculator — Online Calculator

Personal Loan Calculator

See your real monthly payment — including origination fees.

Ready to calculate

Enter your loan details to see your real monthly payment and the true cost of origination fees.

Disclaimer: This tool provides informational results only and should not be used as professional advice.

The Personal Loan Calculator is built around the question borrowers actually ask: "I need this much cash in hand — what will the loan cost me?" You enter the cash you need, the rate, and the term, and if the lender charges an origination fee, the calculator grosses the loan up so the fee comes out of the loan rather than out of your pocket — then reports the true financed amount, monthly payment, total interest, and a year-by-year balance schedule.

How It Works

Financed Amount=Cash Needed1−Origination Fee %Payment=Financed×r1−(1+r)−n\text{Financed Amount} = \frac{\text{Cash Needed}}{1 - \text{Origination Fee \%}} \qquad \text{Payment} = \text{Financed} \times \frac{r}{1 - (1+r)^{-n}}

where rr is the monthly rate (annual rate ÷ 12) and nn the term in months. The gross-up is the detail that matters: a fee deducted from proceeds means borrowing exactly what you need leaves you short, so the loan must be larger — and you pay interest on the larger amount.

Worked Example 1: No Fee

Need 10,000∗∗,rate∗∗12.510,000**, rate **12.5%**, term **48 months**: payment = **265.80 a month, total repaid 12,758.40,totalinterest∗∗12,758.40, total interest **2,758.40**. The balance schedule shows the slow start typical of amortization — after year 1 you still owe **7,945.33∗∗;year2,7,945.33**; year 2, 5,618.58; year 3, $2,983.74; the final payment clears it. Barely a fifth of the principal is gone after a quarter of the term, because early payments are interest-heavy.

Worked Example 2: The Same Loan With a 5% Origination Fee

Financed amount = 10,000÷0.95=∗∗10,000 ÷ 0.95 = **10,526.32** — the fee (526.32)isborrowedtoo.Paymentrisesto∗∗526.32) is borrowed too. Payment rises to **279.79**, total repaid 13,429.89,totalinterest∗∗13,429.89, total interest **2,903.58**. You received the same 10,000butpay10,000 but pay 671.49 more over the life of the loan. That is why offers must be compared on APR and total cost, never on the stated rate or the payment alone: a lower-rate loan with a fat fee routinely loses to a higher-rate loan with none, and this calculator exposes it by holding the cash-in-hand constant across offers.

Common Uses and Shopping Notes

Personal loans are unsecured installment debt, used most often for debt consolidation, home improvement without tapping equity, and large one-off expenses. The consolidation case deserves the arithmetic: moving card balances at 24%+ APR onto a 12.5% installment loan with a fixed end date both cuts the rate and imposes the payoff discipline revolving credit lacks. When shopping, use pre-qualification (soft credit checks) to gather real offers, then run each through this calculator with its actual fee — the ranking by total interest is the ranking that matters. Watch also for prepayment penalties: most personal loans have none, but "most" is not "all," and an early-payoff fee can erase the savings from refinancing later.

Limitations

The model assumes a fixed rate and equal monthly payments with no late fees, no payment holidays, and no extra payments — the balance schedule is the contractual path, not an accelerated one. The fee is modeled as a percentage deducted from proceeds (the standard structure); a fee charged on top, or flat dollar fees, needs a manual adjustment to the cash-needed figure. Credit-dependent pricing means the rate you are quoted is the rate your profile earns; the calculator prices the offer you enter, it does not predict the offer you will get.

Frequently Asked Questions

Why is the financed amount bigger than the cash I need?

Because the origination fee is taken out of the loan proceeds. To net 10,000aftera510,000 after a 5% fee, the loan must be 10,526.32 — the lender keeps 526.32andyoureceive526.32 and you receive 10,000. Without the gross-up, a borrower who borrowed exactly 10,000wouldreceiveonly10,000 would receive only 9,500 and come up short on the very expense the loan was for.

Should I compare loans by rate, payment, or total interest?

By total cost for the same cash in hand and the same term — which this calculator makes the default comparison. A lower payment achieved by stretching the term usually means more total interest, not a cheaper loan; at 12.5%, stretching Example 1 from 48 to 60 months drops the payment to about 224.98butaddsroughly224.98 but adds roughly 740 of interest.

Does paying extra each month change the calculation?

Yes, substantially, but it is outside this model: extra payments go to principal and shorten the term, cutting total interest. Use the schedule here as the no-extra-payments baseline — the most you will pay — and treat any acceleration as improvement on it.

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