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2026 Statutory Rates Primary Source Verified Always 100% Free

Personal Loan Calculator (2026)

Estimate monthly installment payments, total borrowing costs, and the true impact of upfront origination fees with transparent, verified loan formulas.

Quick Answer: A standard unsecured personal loan uses fixed-rate simple interest amortized across equal monthly installments. Monthly payment is determined by principal borrowed (P), annual percentage rate (APR converted to monthly periodic rate r), and loan term in months (n) using the standard amortization equation: M = P · [r(1 + r)^n] / [(1 + r)^n - 1]. If an upfront origination fee is charged (typically 1% to 8%), it either reduces your cash disbursed or gets financed into the principal, raising your effective borrowing cost above the nominal rate. For a $10,000 personal loan at a benchmark 12.00% APR over a 36-month term with no origination fee, your monthly payment is exactly $332.14, resulting in $1,957.04 in total lifetime interest and an overall repayment cost of $11,957.04.

Loan Amount & Borrowing Terms
Total amount requested
$
Benchmark avg ~12.00%
%
Repayment Term Months to repay
Commonly 0% to 8%
%
$
Estimated Monthly Payment
$332.14
Fixed monthly installment
Principal Financed $10,000.00
Total Lifetime Interest $1,957.04
Net Cash Disbursed $10,000.00
Total Repayment Cost $11,957.04
True Effective APR (TILA) 12.00%
Calculations follow Truth in Lending Act (Regulation Z) standards. Unsecured loan approval and APR depend on your individual credit score, income verification, and lender criteria.

Loan Amortization Schedule

Period Principal Paid Interest Paid Remaining Balance
Primary Source Verified Last reviewed: October 2026

Calculation Methodology: Personal Loan Calculator (2026)

Mathematical Formula

M = P · [r(1 + r)^n] / [(1 + r)^n - 1]

M = Monthly installment payment
P = Principal amount borrowed
r = Monthly periodic interest rate (Annual Nominal APR ÷ 12 months ÷ 100)
n = Total scheduled monthly payments (Loan term in months)
Total Interest = (M × n) - P
Total Loan Cost = (M × n) + Origination Fee
Effective APR = Solved iteratively under Truth in Lending Act (Regulation Z) standards to account for upfront prepaid finance charges.

Verified Worked Example (Benchmark)

Benchmark Parameters: Loan Amount (P) = $10,000 · Annual APR = 12.00% · Term = 36 Months · Origination Fee = $0 (0%).

  1. Monthly Periodic Interest Rate (r): 0.12 ÷ 12 = 0.010000.
  2. Total Scheduled Payments (n): 36 months.
  3. Compounding Factor (1 + r)^n: (1.010000)^36 ≈ 1.43076878.
  4. Monthly Installment Payment (M): $10,000 × (0.010000 × 1.43076878) ÷ (1.43076878 - 1) = $332.14/month.
  5. Total Amount Paid Over 36 Months: $332.14 × 36 = $11,957.04.
  6. Total Lifetime Interest Paid: $11,957.04 - $10,000.00 = $1,957.04.
  7. Origination Fee & Net Proceeds: $0 fee, net cash received = $10,000.00. Effective APR = 12.00%.

Origination Fee Impact Comparison: If a 5.00% ($500.00) origination fee is deducted from proceeds, net cash received is $9,500.00 while monthly payments remain $332.14 ($11,957.04 total paid), increasing the effective borrowing APR to 15.68% under federal TILA disclosures.

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Frequently Asked Questions

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