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Installment Calculator

Calculate payment plan installments, interest, and per-period costs

What Is an Installment Calculator?

An installment calculator lays out the real cost of paying for a purchase in regular payments. You enter the price, any down payment, the interest rate, the number of installments, and the payment cadence — monthly, bi-weekly, or weekly — and it returns the amount due each period, the total interest, the all-in final cost, and a complete schedule of payments. It fits the payment plans offered on electronics, furniture, appliances, and online checkouts, where the advertised per-month figure tends to hide the total you will actually pay. Running the numbers here takes seconds, and switching between monthly, bi-weekly, and weekly plans shows instantly how the cadence changes the cost.

What this tool can do

  • 🏷️ Price, down payment, and financed amount kept clearly separate.
  • 📆 Three payment cadences: monthly, bi-weekly, or weekly.
  • 🧾 Per-period payment, total interest, and the total cost of the purchase.
  • 📋 A full schedule showing payment, interest, principal, and remaining balance for each period.
  • 🆓 Interest-free plans supported — the financed amount is simply divided evenly.
  • 🛡️ A down payment larger than the price is capped automatically.

When would you use it

  • 🛍️ Buying a phone or laptop on a store’s payment plan and wanting the true cost.
  • 🛋️ Comparing six-month and twelve-month installment plans for furniture.
  • 💳 Deciding whether the upfront discount is worth paying in full.
  • 📆 Budgeting a weekly or bi-weekly plan to match a pay schedule.

The calculation happens entirely in the browser; purchase figures stay on your device and are never saved anywhere. What the model assumes: a flat annual rate applied evenly across periods. Real store plans may carry service fees, insurance, or a final balloon payment, so check the contract’s small print — the calculator shows the arithmetic, not the fine print.

Last updated · 2026-09-01

Flat rate versus true APR

  • A flat 6% instalment plan charges interest on the FULL principal even while you repay monthly — the true APR lands near double that figure.
  • True APR solves for the rate equating all payments to today’s principal — that is what makes offers comparable.
  • Zero-interest plans hide fees elsewhere: compare total outlay, not the headline rate.

The instalment price is not the loan price

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Down payment and financed amount

Enter the price and any down payment, and the financed amount is shown as its own result — the figure interest is actually charged on, before any per-period payment appears.

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Monthly, bi-weekly or weekly plans

Choose the payment cadence — monthly, bi-weekly or weekly — and the same purchase is priced on each rhythm, so store plans at different intervals compare fairly.

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Schedule behind the per-period price

A full schedule lists every period's payment, principal, interest and remaining balance, alongside the total interest and all-in cost — the total the advertised per-month figure tends to hide.

Frequently asked questions

What's the difference between this and a loan calculator?⌄

An installment calculator is for retail purchase plans (like buy-now-pay-later or store financing), where you pay a down payment upfront and the rest in installments. A loan calculator is for bank loans where you receive the full amount up front and repay over time.

Does this handle interest-free (0% APR) plans?⌄

Yes — set the annual interest rate to 0 and the calculator will simply divide the financed amount equally across periods, with no interest charged.

How accurate is the payment schedule?⌄

It uses the standard amortization formula used by most lenders. However, actual offers from lenders may include fees, insurance, or other charges not captured here — always check your specific contract terms.

Why does a flat 6% feel far more expensive over time?⌄

Because interest keeps accruing on money you have already returned. On typical terms a flat rate on the original balance behaves like an APR of roughly 1.8–2 times its size — convert before comparing with bank loans.

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