Loan Calculator

Calculate your monthly loan payments, total interest paid, and create an amortization schedule. This calculator works for any type of loan including personal loans, auto loans, and business loans.

Loan Details

Additional Options

Applied at month 12

Payment Summary

Monthly Payment: $0.00
Total Interest: $0.00
Total Amount Paid: $0.00

Loan Details

Principal Amount: $0.00
Interest Rate: 0.00%
Loan Term: 0 years
Payoff Date: N/A

Extra Payments Impact

Interest Saved: $0.00
Time Saved: 0 months
New Payoff Date: N/A

Loan Amortization Schedule

Enter loan details and click "Calculate" to view the amortization schedule

Understanding Loan Calculations

A loan calculator helps you determine your monthly payments, total interest paid, and the complete repayment schedule. Understanding these calculations is crucial for making informed borrowing decisions.

How Loan Payments Are Calculated

Monthly Payment Formula

Payment = P × [r(1+r)^n] / [(1+r)^n - 1]

Where: P = Principal, r = Monthly Interest Rate, n = Number of Payments

Principal

The amount you're borrowing

Doesn't include interest

Interest Rate

Annual rate divided by 12

Compounded monthly

Loan Term

Total number of months

Affects payment amount

Amortization Explained

Loan amortization shows how each payment is split between principal and interest. Early payments are mostly interest, while later payments are mostly principal.

Impact of Extra Payments

Benefits of Extra Payments

Interest Savings

Reduce total interest paid

Lower effective cost of borrowing

Faster Payoff

Shorten loan term

Build equity faster

Types of Loans

Loan Type Typical Rate Typical Term Use Case
Personal Loan 6-36% 1-7 years Debt consolidation, home improvement
Auto Loan 3-10% 3-7 years Vehicle purchase
Business Loan 5-25% 1-10 years Business expansion, equipment
Student Loan 3-8% 10-30 years Education expenses

Key Takeaways for Loan Calculations

  • Monthly payments are calculated using the loan payment formula
  • Interest rates significantly impact total cost
  • Longer terms mean lower payments but more total interest
  • Extra payments save money and time
  • Amortization shows how payments are applied
  • Compare different loan options before borrowing
  • Consider your ability to repay before taking a loan

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