Personal Loan Calculator
Free personal loan calculator. Enter loan amount, APR, and term to see your monthly payment and total interest cost.
Last reviewed: · Reviewed by the Money Scale editorial team · How we source our data
Power mode. Every input exposed, every assumption sourced, charts and shareables.
$15,000
3.00% (deducted upfront = $450)
11.40% headline APR
Default 11.4%Federal Reserve G.19 — Consumer Creditas of May 2026 release (March 2026 data)
3 years (36 mo)
Monthly payment
$493.93/mo
Cash in hand
$14,550
After 3.00% origination
Total interest
$2,781
Total cost
$3,231
Effective APR
12.40%
🏦 $493.93/mo
$15,000 personal loan @ 11.40% × 3 years.
Save this scenario
Email me my Personal Loan scenario
Get a one-page PDF of these numbers — your inputs, your results, and a deep link back to tweak them later. Free, no spam.
The Personal Loan Calculator returns the standard amortization payment PLUS a critical secondary number: effective APR including origination fee. Some lenders quote a low APR but charge a 5–8% origination fee upfront, which can make a 'lower APR' loan more expensive than a 'higher APR' loan with no origination fee. Always compare on all-in cost, not the headline rate.
Free, private, and no signup
Money Scale is built the opposite way from the big finance sites: the numbers you enter never leave your device, and there's nothing to sign up for.
- Your numbers stay privateEvery calculation runs in your browser. We never receive or store your salary, balances, or inputs.
- Always freeNo paywall, no upsell to a calculator that actually works.
- No login, no emailUse every tool instantly — we never gate results behind a signup.
- Sourced defaultsStarting rates and assumptions cite real data, not made-up numbers.
How this calculator works
- Enter the loan face amount (the headline number the lender quotes).
- Enter the origination fee (typically 0–8% of loan; deducted upfront, so cash-in-hand = face − origination).
- Set the APR and term.
- Compare cash-in-hand, monthly payment, total interest, and effective APR. The effective APR is the all-in comparison number across lenders with different fee structures.
M = face × [r(1+r)ⁿ / ((1+r)ⁿ − 1)] cash_in_hand = face − (face × origination_pct) effective_APR ≈ APR + origination_pct / term_yearsStandard amortization on the face amount (you repay the full face value plus interest), but you only receive face minus the origination fee upfront. The effective APR approximation captures this — a 5% origination fee on a 12% APR 3-year loan effectively bumps the all-in rate to ~13.7%.
- face
- Loan face amount
- origination_pct
- Origination fee as % of face
- APR
- Quoted annual percentage rate
- r
- Monthly rate (APR/12)
- n
- Number of payments (term in months)
Frequently asked questions
Related calculators
See all- Debt PayoffAvalanche vs snowball: months saved and interest avoided.
- Credit Card PayoffMinimum vs minimum + extra: months and interest saved.
- Auto LoanMonthly payment + total interest with trade-in and tax.
- Student LoanStandard payoff vs accelerated with extra principal.
- HELOCInterest-only draw + amortizing repayment phase.