Loan Calculator
Monthly payments, total cost and full amortization for any personal loan
| Month | Payment | Principal | Interest | Balance |
|---|
How to Calculate Loan Payments and Total Cost
Whether you're financing a home improvement, consolidating credit card debt, or covering a large expense, knowing the true cost of a personal loan before signing is essential. The monthly payment is just one piece — the total interest paid over the life of the loan often surprises borrowers.
This calculator covers the full picture: what your monthly payment will be, the maximum loan you can afford given a payment budget, how long it will take to pay off, and how much you save by paying extra each month. All calculations update instantly as you type.
Loan Payment Formula
M = P × [r(1+r)^n] / [(1+r)^n − 1]
P = principal, r = monthly rate (APR ÷ 12), n = months.
Example: $10,000 at 8% APR for 36 months → $313.36/month, $1,281 total interest.
Practical Example
A $15,000 personal loan at 12% APR for 48 months = $395/month. You'll pay $18,960 total — $3,960 in interest. Adding $75/month extra shortens the loan by 7 months and saves ~$600 in interest.
When to Use This Calculator
Personal loans are used for many purposes — knowing the true cost before borrowing is critical. Use this calculator in these common scenarios:
- Debt consolidation: You have three credit cards with balances totaling $12,000 at an average 22% APR. A personal loan at 11% for 36 months costs $397/month and $2,292 in interest — vs. $440/month minimum payments and potentially $8,000+ in credit card interest if paid slowly.
- Home improvement: A kitchen remodel costs $18,000. At 9.5% APR for 48 months = $453/month and $3,744 total interest. Weigh this against the expected home value increase.
- Large purchase comparison: Is a 0% financing promotion from a retailer actually better than a personal loan? Often the "0%" deal requires purchasing a protection plan or has fees that raise the true cost.
- Early payoff planning: Use the Early Payoff tab to see how much you save by adding $100/month extra to your current loan — often shortens the term by 6–12 months and saves hundreds in interest.
Full Amortization Example
Loan: $10,000 at 8% APR for 36 months
Step 1 — Monthly rate: 8% ÷ 12 = 0.6667%
Step 2 — Monthly payment = $10,000 × [0.006667 × (1.006667)^36] / [(1.006667)^36 − 1] = $313.36
Step 3 — Month 1: interest = $10,000 × 0.6667% = $66.67 | principal = $313.36 − $66.67 = $246.69
Step 4 — Month 36: interest = ~$2.08 | principal = $311.28 (almost all principal by end)
Step 5 — Total interest: $313.36 × 36 − $10,000 = $1,281
Notice how early payments are mostly interest and late payments mostly principal. Paying extra early has the biggest impact because it reduces the principal on which interest compounds.