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Calcimator

Loan Comparison Calculator

Compare two loans side-by-side. See monthly payments, total cost, and interest differences to choose the best option.

Loan 1 Monthly Payment

$1,264.14

Loan 2 Monthly Payment

$1,330.6

Monthly Payment Difference

-$66.47

Total Cost Difference

-$23,928.82

Inputs

years
years

Comparison

Loan 1 Total Cost

$455,088.98

Loan 1 Total Interest

$255,088.98

Loan 2 Total Cost

$479,017.8

Loan 2 Total Interest

$279,017.8

Total Interest Difference

-$23,928.82

How to Use This Calculator
  1. Enter values in both columns to compare scenarios side by side. This layout lets you see how changing one variable affects the outcome relative to another scenario.
  2. Loan 1 Amount — Principal amount for first loan default: 200,000.
  3. Loan 1 Interest Rate — Annual interest rate for first loan default: 6.5.
  4. Loan 1 Term — Loan term in years default: 30 years.
  5. Loan 2 Amount — Principal amount for second loan default: 200,000.
  6. Loan 2 Interest Rate — Annual interest rate for second loan default: 7.
  7. Loan 2 Term — Loan term in years default: 30 years.
  8. Once all inputs are set, review your results in the Results panel. Here's what each output means:
  9. Loan 1 Monthly Payment — shown as a dollar amount. This is the primary result of this calculator.
  10. Loan 2 Monthly Payment — shown as a dollar amount. This is the primary result of this calculator.
  11. Monthly Payment Difference — shown as a dollar amount. This is the primary result of this calculator.
  12. Total Cost Difference — shown as a dollar amount. This is the primary result of this calculator.
  13. Loan 1 Total Cost — shown as a dollar amount.
  14. Loan 1 Total Interest — shown as a dollar amount.
  15. Loan 2 Total Cost — shown as a dollar amount.
  16. Loan 2 Total Interest — shown as a dollar amount.
  17. Total Interest Difference — shown as a dollar amount.
  18. Explore the related calculators below if you need deeper analysis or want to approach this topic from a different angle.
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Formula

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

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