Advertisement
100% x 90

Loan Repayment Calculator

Calculate loan payments with different repayment schedules: even payments, even principal, or balloon payments. Compare total costs and payment structures.

Loan Specifications

Equal monthly payments with decreasing interest and increasing principal over time

Total amount to borrow

Annual interest rate

Loan term in years

Extra months beyond years

How often interest compounds

Additional payment each period

Repayment Results

$118.70
Monthly Payment
$14,244.20
Total Repayment
$4,244.20
Total Interest

Payment Type: Even Total

Compound Frequency: Monthly

Extra Payment: $0.00

Interest Rate: 7.5% annual

Payment Analysis

ℹ️ Even total payments: Early payments are mostly interest, later payments are mostly principal.
Interest represents 29.8% of total repayment amount.

Yearly Payment Schedule

YearTotal PaymentPrincipal PaidInterest PaidRemaining Balance
1$1,424.42$698.09$726.33$9,301.91
2$1,424.42$752.29$672.13$8,549.62
3$1,424.42$810.69$613.73$7,738.93
4$1,424.42$873.63$550.79$6,865.30
5$1,424.42$941.45$482.97$5,923.85
6$1,424.42$1,014.54$409.88$4,909.31
7$1,424.42$1,093.30$331.12$3,816.01
8$1,424.42$1,178.17$246.25$2,637.84
9$1,424.42$1,269.64$154.78$1,368.20
10$1,424.42$1,368.20$56.22$0.00

Table shows yearly totals: Principal (green) goes toward loan balance, Interest (red) is the cost of borrowing. Balance decreases as principal is paid.

Payment Type Comparison

Even Total Payments

Structure: Same payment each month

Early years: Mostly interest

Later years: Mostly principal

Best for: Predictable budgeting

Even Principal Payments

Structure: Same principal each month

Early years: Higher total payments

Later years: Lower total payments

Best for: Minimizing total interest

Balloon Payment

Structure: Low payments + large final payment

During term: Lower monthly payments

At end: Large balloon payment due

Best for: Short-term cash flow management

Advertisement
100% x 250

💡 Repayment Tips

1

Extra Payments

Additional payments go directly to principal, reducing total interest

2

Payment Timing

Earlier payments in the month can reduce daily interest charges

3

Refinancing

Consider refinancing if rates drop significantly

4

Budget Planning

Ensure payments fit comfortably within your budget

Repayment Facts

Even principal payments save the most interest
Extra payments dramatically reduce loan term
Balloon payments offer temporary cash flow relief
Higher compound frequency increases total cost
Early loan years are mostly interest payments

Understanding Loan Repayment

What is Loan Repayment?

  • Definition: Process of paying back borrowed money with interest
  • Components: Principal (loan amount) + Interest (cost of borrowing)
  • Schedule: Usually equal monthly installments over set term
  • Amortization: Gradual reduction of debt through payments

Repayment Schedules

  • Even Total: Same payment amount each period
  • Even Principal: Same principal amount, decreasing total
  • Balloon: Lower payments with large final payment
  • Interest-Only: Pay only interest, principal due at end

Repayment Formulas

Even Total Payment Formula

P = A × [i × (1 + i)^n] / [(1 + i)^n - 1]

P: Monthly payment amount

A: Loan amount (principal)

i: Periodic interest rate

n: Number of payments

Remaining Balance Formula

B = A × [(1 + i)^n - (1 + i)^p] / [(1 + i)^n - 1]

B: Remaining balance

A: Original loan amount

p: Number of payments made

n: Total number of payments

Frequently Asked Questions

Which repayment schedule saves the most money?

Even principal payments typically result in the lowest total interest cost because you pay down the principal faster in the early years, reducing the base amount on which interest is calculated.

When should I consider a balloon payment?

Balloon payments are useful when you need lower monthly payments temporarily but expect a large cash inflow (like a bonus, inheritance, or business sale) before the balloon payment is due.

How do extra payments help?

Extra payments go directly toward the principal balance, reducing the amount on which future interest is calculated. This can significantly shorten the loan term and reduce total interest paid.

What's the difference between compound frequencies?

More frequent compounding (daily vs. monthly) means interest is calculated and added to the balance more often, resulting in slightly higher total interest costs over the loan term.

Advertisement
100% x 250