The calculator
Traps & behaviourType your offer. The maths runs in your browser: nothing is sent anywhere. Not sure what to type? Load the worked example first.
Same formulas as the sheet: extra = EMIs + fee + GST on interest − pay-now price. Yearly rate = the rate at which (pay-now price − fee) today equals your monthly payments (EMI plus GST spread evenly), × 12.
Worked example
From India #02| A ₹60,000 phone on 6 'no-cost' EMIs | Rupees |
|---|---|
| Six EMIs of ₹10,000 | ₹60,000 |
| Rate the shop shows | 0% |
| Interest the bank books behind the 0%, at an illustrative 15% a year, paid by the seller | ₹2,540 |
| GST at 18% on that interest, paid by you | ₹457 |
| Processing fee ₹199 plus GST, paid by you | ₹235 |
| Extra you pay | ₹692 |
| As a yearly rate | about 4% |
Now ask for the pay-now price. If paying in one shot gets you 5% off, the comparison is ₹57,000 today against ₹60,692 over six months: about 22% a year. The cost was never in the EMI. It was in the discount you didn't ask for.
Illustrative, our calculation. No brand, bank, card or seller named.
Why it works this way: in September 2013 the RBI told banks that in zero-percent EMI schemes 'the interest element is often camouflaged and passed on to customer in the form of processing fee' (RBI/2013-14/292).
Get the sheet
FreeNo-cost EMI true-cost sheet
Known limits
Read these first- It can't know the pay-now discount. You have to ask the shop.
- A missed EMI brings late fees and card interest that this tool doesn't model.
- GST on the interest is how card issuers commonly bill it. Your statement is the proof; type its figure in.
- Timing is simplified: the fee is treated as paid on day one and GST as spread evenly over the EMIs.
- It prices one purchase. Whether you need the thing is up to you.
Tested against six hand-checked cases (v1.0, 11 October 2026), matched to the rupee and to 0.1 percentage point.
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