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INDEPENDENT FINANCIAL EDUCATIONPlain language. Practical tools.

Financial Decision Lab

Interactive Decision Lab · Free · No account required

A loan’s monthly installment can look manageable while its longer-term cost remains high. This original stress test lets you adjust the borrowing amount, nominal rate, term and separately paid fee, then see how two changes affect the result. Compare the outputs with your real lender disclosure—not a generic online quote.

Borrowing Cost Stress Test

Numbers are calculated locally in your browser. Do not enter bank account numbers, names or other private financial information.

The annual rate here is a nominal rate used for an amortization example, not a calculated or legally disclosed APR. The fee is paid separately; it is not financed or deducted from proceeds. The monthly limit is your own input, not an approval or affordability determination.

How to interpret the results

Higher interest rate

A 2-percentage-point increase normally raises the installment and total interest for the same principal and term. This is a controlled sensitivity test, not a forecast of rates you will qualify for.

Longer repayment term

An extra 12 months can reduce the monthly payment but increase total interest. Less pressure in one month is not necessarily a lower total cost.

Upfront fee

A separately paid fee raises how much cash you spend overall. A fee deducted from loan proceeds or financed into the loan requires a different model; ask for the lender’s actual disclosure.

Monthly budget

We compare payment against a limit you enter. The model cannot check the stability of your income, other debts, emergency reserves, taxes or your legal obligations.

Reproduce the model by hand

For a fully amortizing fixed-rate loan, the monthly installment is P × r ÷ (1 − (1 + r)−n), where P is principal, r is the annual nominal rate divided by 12 (and 100 for a percentage), and n is the number of monthly payments. If the rate is zero, installment = P ÷ n. For this specific model: interest = payment × n − P; all-in cost above principal = interest + separately paid upfront fee.

The three-scenario example below applies this formula to the default inputs, a higher rate and a longer term. Calculations use unrounded payments; the displayed figures are rounded to cents.

Important assumptions and exclusions

This is a mathematical teaching model, not an APR disclosure, approval decision, lender offer or a recommended loan. It assumes timely level monthly payments, a fixed nominal rate, no prepayments, no rate changes, no late charges, no insurance, no variable fees and no compounding beyond the modeled monthly periods. The Consumer Financial Protection Bureau’s credit terminology can help you distinguish advertised rates, APR and other costs. Always use the actual loan agreement for decisions.

Continue with a more specific planning tool

Compare two loan offers

Our existing comparator puts rate, term and upfront fees side by side. It also explains when an APR or net-proceeds comparison needs more work.

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Use the full evidence-based workflow

Explore Research & Data for verifiable financial information, worked decision cases for clear numerical walk-throughs, and free editable worksheets to organize a comparison before you commit.

A reproducible three-scenario borrowing decision

Use the same principal and upfront-fee assumption for each scenario so you can see what changes when the interest rate or term moves. These are fictional fixed-rate installment examples, not lender offers or a quoted annual percentage rate.

  1. Base scenario: Enter $6,000 principal, 12% nominal annual interest, 24 months and a $150 upfront fee paid separately. The model calculates approximately $282.44 per month, $778.58 of interest and $6,928.58 of total cash paid including that fee.
  2. Higher-rate scenario: Keep 24 months but change the nominal rate to 14%. The modeled monthly payment rises to about $288.08, and all-in paid to $7,063.86. A rate change is only one factor; the model does not establish what a lender would offer you.
  3. Longer-term scenario: Return to 12% but extend the term to 36 months. Monthly payment falls to approximately $199.29, while total paid rises to $7,324.29 because the balance remains outstanding longer.

How to interpret the trade-off: If your reliable monthly payment limit is $250, the $282.44 base payment exceeds it by $32.44. The 36-month modeled payment fits that narrow limit, but costs about $395.71 more overall than the 24-month example. That is not a recommendation to choose the longer term: inspect fees, emergency reserves, income timing, lender disclosures and what would happen if your income fell.

Before you treat the result as affordable

  • Check the amount actually received. If a lender withholds an origination fee, the proceeds may be lower than the entered principal; this model assumes its upfront fee is paid separately, not withheld or financed.
  • Check the due-date calendar. An affordable monthly total can still be impossible to pay if the installment falls due before wages or an invoice clears. Use the 13-week cash-flow worksheet to test dates.
  • Check the contract rather than substituting modeled costs. The nominal interest input does not compute a regulated lender APR. Review the disclosed APR, finance charge, amount financed, required payments, penalties and any variable-rate terms.
  • Inspect the full schedule. The on-page amortization table previews the early months; its CSV button requests the complete schedule. Check that the final remaining balance is approximately zero, allowing for cent rounding.

At 0% nominal interest, a $6,000 balance over 24 months produces a simple $250 principal installment before the separately paid fee. Comparing this boundary case helps test whether your inputs and expectations make sense. For a second perspective, compare real disclosure fields in the Small Loan True Cost Comparator and consult CFPB’s explanation of interest rate versus APR.