Calculate the monthly payment on $1,500.
Enter a rate, term and fee assumption to estimate your payment schedule. See the monthly payment, cash after a deducted fee and total repayment before starting a request.
Set up the $1,500 calculation using comparable inputs
Use the balance on which interest is calculated, the stated annual interest rate and the number of monthly periods. The tool models fixed nominal annual interest with equal monthly periods. It does not infer a nominal interest rate from a regulatory APR, and it does not model weekly, biweekly, irregular or variable-rate schedules.
Enter a percentage fee only if it is deducted from proceeds in the way the tool models. A financed fee, a charge paid separately or optional insurance can require a different calculation. Compare the result with the actual lender disclosure; do not assume that selecting a payment creates an offer.
Plan the repayment
Put every payment in view.
Adjust the assumptions to see an illustration. Actual APR, fees and payment dates come from the provider.
Illustrative model · fixed annual interest · equal monthly periods · deducted fee only. This is not an offer or a regulatory APR.
Use the estimate to evaluate a real offer.
- Your inputs
- Use the rate, fee and term you want to test; they are not quoted loan terms.
- Your result
- Review the payment, net cash, total cost and downloadable schedule together.
- Next step
- If you decide to apply, continue to our request form and review any actual terms separately.
See the payment-versus-total-cost tradeoff
| Months | Regular monthly payment | Final adjusted payment | Total payments | Interest above $1,500 |
|---|---|---|---|---|
| 6 | $267.79 | $267.78 | $1,606.73 | $106.73 |
| 12 | $141.84 | $141.82 | $1,702.06 | $202.06 |
| 18 | $100.05 | $100.11 | $1,800.96 | $300.96 |
| 24 | $79.31 | $79.21 | $1,903.34 | $403.34 |
A longer term reduces the regular payment in these examples but increases total interest. The smallest installment is therefore not the cheapest schedule. The figures follow this site’s cent-rounded model and are illustrations, not available rates or loan terms.
Change the interest assumption without changing the term
| Nominal annual interest | Regular monthly payment | Total scheduled payments |
|---|---|---|
| 0% | $125.00 | $1,500.00 |
| 12% | $133.27 | $1,599.29 |
| 24% | $141.84 | $1,702.06 |
| 36% | $150.69 | $1,808.31 |
Use the rate from an actual offer when available. These selected rates are arithmetic scenarios, not a market range, typical pricing or a statement about what a borrower qualifies for. An APR can include charges in addition to interest, so it should not automatically replace the nominal rate in this model.
Compare repayment with the cash that reaches you
| Illustrative 12-month model at 24% nominal interest | 0% deducted fee | 5% deducted fee |
|---|---|---|
| Principal used for interest | $1,500.00 | $1,500.00 |
| Cash received | $1,500.00 | $1,425.00 |
| Deducted fee | $0.00 | $75.00 |
| Total scheduled payments | $1,702.06 | $1,702.06 |
| Payments above cash received | $202.06 | $277.06 |
The regular payment remains $141.84 because the modeled balance and rate are unchanged. The deducted fee changes the usable cash and the cost above that cash. If your bill needs $1,500, a $1,425 deposit leaves a $75 shortfall even when the repayment schedule is correct.
Why twelve displayed payments do not equal the total
The model computes a regular payment, rounds each month’s interest to cents and adjusts the final payment to clear the remaining balance. At $1,500, 24% nominal annual interest and 12 months, the first 11 payments are $141.84 and the final payment is $141.82. The total is therefore $1,702.06, not $1,702.08.
A shortcut that multiplies a rounded displayed amount by the number of periods can differ by a few cents. Inspect the payment schedule and exported CSV to reconcile every row. The model’s dates are not a substitute for the dates in a real agreement.
For the underlying fixed-payment formula, let P be principal, r the annual interest rate divided by 12 and n the number of monthly periods. The unrounded payment is P × r ÷ (1 − (1 + r)−n); at zero interest it is P ÷ n. The cent adjustments described above follow that starting calculation.
Check payment dates as well as the monthly remainder
If you enter a $200 monthly budget and the modeled regular payment is $141.84, the arithmetic remainder is $58.16. That does not establish affordability. A required payment can fall before the income that creates the monthly remainder, and the next month may contain an uneven bill.
Place the actual first payment, income receipts and essential expenses on a calendar. Revisit the inputs if a fee treatment, payment frequency or term differs from this model. The installment product page explains the agreement’s payment rhythm; the credit-and-budget example shows how a positive monthly remainder can still miss a due date.
Questions about the $1,500 calculation
What is a monthly payment on $1,500?
It depends on rate, term and fee structure. The illustrated 24% nominal rate over 12 equal monthly periods produces a $141.84 regular payment in this model; this is not a quote.
Why is the final payment $141.82 in that example?
The calculator rounds interest to cents each period and adjusts the final payment to clear the balance. Eleven payments of $141.84 plus $141.82 total $1,702.06.
Can I enter the APR from an offer?
Only if it is also the appropriate nominal annual interest assumption for this model. A regulatory APR can include fees; use the actual schedule when the structures do not match.
Does a deducted fee increase the modeled monthly payment?
Not when principal, interest and term stay unchanged in this model. It reduces net cash, increasing the difference between repayment and the cash received.
Does the budget result mean I qualify?
No. It only subtracts the modeled payment from your entered monthly budget. It is not a credit review, approval or complete affordability assessment.
Can I export or compare schedules?
Yes. Use the payment-schedule view and CSV download. Compare the full total and final payment, and keep actual lender dates and terms separate from modeled assumptions.
Ready to take the next step?
Start your loan request with 1500Loans. Review your application details and any loan terms before accepting an offer.