Credit Card APR Calculator — MakeMyCred
CREDIT CARD APR CALCULATOR

What does your credit card debt actually cost?

Your nominal APR isn't the full story. Daily compounding, fees, and your repayment behaviour all affect the real cost of borrowing. See your effective APR and what it means in rupees.

Nominal vs effective APR
Daily compounding impact
Real cost in rupees

Your card & balance details

The balance you're carrying (or expecting to carry).
The rate quoted by your card issuer.
Daily compounding is standard on most credit cards — it makes the effective APR higher than the nominal APR.
The yearly fee on the card.
Late fees, over-limit fees, etc. averaged per year.
What you'll pay each month.
Your effective APR
36.0% Daily compounding on 36.0% nominal
Nominal APR
36.0%
Quoted by the issuer
Effective APR
36.0%
Includes 0.0 pts from compounding
Daily interest cost
₹0
on your current balance
Annual interest
₹0
at effective APR

Cost breakdown (first year)

Interest (nominal APR) ₹0
Extra from compounding ₹0
Annual fee ₹0
Late / other fees ₹0
Total annual cost ₹0
Monthly interest ₹0 average per month
Months to pay off at your payment
Total interest over payoff ₹0 if carrying a balance
Cost per ₹100 borrowed ₹0 per year, all-in

What this means

Adjust the inputs to see how APR, compounding, and fees affect your real cost.

WHAT MATTERS

Four things that drive your effective APR

Your nominal APR is just the starting point. These factors determine the real cost.

1. Compounding frequency

Daily compounding makes the effective APR higher than the nominal APR. On 36% nominal, daily compounding gives an effective APR of about 43%.

2. Fees

Annual fees, late fees, and over-limit fees all add to the cost of borrowing — but they're not included in the nominal APR. They push the effective APR higher.

3. Grace period

If you pay your statement in full each month, you get a grace period — no interest at all. The effective APR on new purchases is effectively 0%.

4. Repayment speed

The faster you pay down the balance, the less you pay in interest. A higher monthly payment lowers the total cost — but not the APR itself.

DEEP DIVE

Understanding your effective borrowing cost

Why nominal APR is misleading — and what to look at instead.

1. Nominal APR vs. effective APR

The nominal APR is the rate quoted by your card issuer. It's typically expressed as an annual rate, but it doesn't account for the frequency of compounding.

The effective APR (also called Effective Annual Rate, or EAR) is the real rate you pay after accounting for compounding and, in some calculations, fees. It's always equal to or higher than the nominal APR.

Effective APR = (1 + nominal APR / n)^n − 1

where n = number of compounding periods per year

If your card compounds daily (n = 365), a 36% nominal APR gives an effective APR of about 43.3% — a significant difference.

2. How much does compounding matter?

Compounding frequency has a surprisingly large effect at high APRs. Here's a comparison for a 36% nominal APR:

Compounding Effective APR Annual interest on ₹1,00,000
Annual36.00%₹36,000
Monthly42.58%₹42,580
Daily43.31%₹43,310

That's a difference of ₹7,310 per year on a ₹1,00,000 balance — just from compounding frequency. Most credit cards compound daily, so your real rate is closer to 43% than 36%.

⚠️ A "36% APR" credit card with daily compounding actually charges 43.3% per year. Always check the effective APR or the daily interest rate on your statement.

3. The daily interest rate

Credit cards often quote a daily periodic rate (DPR) rather than an annual rate. To convert:

DPR = Nominal APR ÷ 365

At 36% nominal APR, the DPR is about 0.0986% per day. On a ₹1,00,000 balance, that's about ₹98.63 per day in interest — or ₹3,000 per month — before compounding.

Once compounding is included, the daily cost is slightly higher. This is why credit card debt grows quickly if you don't pay it down.

4. The hidden cost of fees

The nominal APR doesn't include fees. Common credit card fees include:

  • Annual fee: ₹500–₹15,000 per year.
  • Late payment fee: ₹500–₹1,300 per missed payment.
  • Over-limit fee: ₹500–₹1,000 per occurrence.
  • Cash advance fee: 2.5%–3.5% of the amount, plus immediate interest.
  • Foreign transaction fee: 1.5%–3.5% per international purchase.

These fees can add hundreds or thousands of rupees per year, pushing the effective cost of borrowing well above the APR. Include them when comparing cards.

5. The grace period — when APR doesn't apply

If you pay your statement balance in full by the due date, you get a grace period on new purchases — typically 21–25 days from the statement date. During this period, no interest accrues on the new purchases.

This means the effective APR on purchases is effectively 0% — as long as you always pay in full. The APR only applies when you carry a balance from one statement to the next.

✓ If you pay in full each month, APR is irrelevant to you. Focus on rewards and fees instead.

6. How APR is applied to your balance

When you carry a balance, your issuer typically applies:

  • The APR on purchases to your purchase balance.
  • The APR on cash advances to cash advances (usually higher, with no grace period).
  • The APR on balance transfers to transferred balances (often promotional).

Your total interest is the sum of interest on each balance type. This is why it's important to know which balance you're paying down first — most issuers apply your payment to the lowest-APR balance first, which maximises their interest income.

7. A worked example

Suppose you have a ₹1,00,000 balance at 36% nominal APR with daily compounding:

Metric Value
Nominal APR36.00%
Effective APR43.31%
Daily periodic rate0.0986%
Daily interest₹98.63
Monthly interest~₹3,000
Annual interest~₹43,310

If you make ₹5,000 monthly payments, your balance falls slowly — most of each payment goes to interest. Over the first year, you'd pay about ₹36,000 in interest while reducing the principal by only ~₹24,000.

8. How to reduce your effective APR

Practical strategies to lower your real borrowing cost:

  1. Pay in full every month. If you can, you avoid interest entirely — the effective APR is 0%.
  2. Pay more than the minimum. Higher payments reduce the balance faster, lowering total interest.
  3. Pay before the statement date. This lowers the average daily balance used to calculate interest.
  4. Negotiate a lower APR. Call your issuer and ask. They may reduce your rate if you're a good customer.
  5. Transfer to a 0% APR card. Temporarily eliminates interest — but watch the transfer fee.
  6. Consolidate with a personal loan. Personal loan rates (12%–18%) are much lower than credit card APRs.
  7. Avoid cash advances. They have higher APRs and no grace period.

9. When to worry about APR

APR matters most when:

  • You carry a balance month to month.
  • You're comparing two cards for a large purchase you'll pay off over time.
  • You're considering a cash advance (which has a higher APR and no grace period).
  • You're deciding whether to pay down debt or invest — the "guaranteed return" of paying down high-APR debt usually beats market returns.

If you pay in full every month, APR matters much less than rewards and fees.

10. Final thoughts

Your effective borrowing cost is higher than the nominal APR suggests. Compounding, fees, and your repayment behaviour all push the real cost up — sometimes by 20% or more.

Use this calculator to see your effective APR, daily interest cost, and annual cost of borrowing. Then decide: can you pay in full to avoid interest? Or do you need to aggressively pay down the balance to reduce your total cost?

QUESTIONS

Frequently asked questions

Common questions about credit card APR and borrowing cost.

Nominal APR is the rate the issuer quotes — it doesn't account for compounding frequency. Effective APR includes compounding, so it's always equal to or higher than the nominal APR.

Because of compounding. Interest is charged on interest. On a 36% nominal APR with daily compounding, the effective APR is about 43.3%.

Most credit cards compound daily. Some compound monthly. The more frequent the compounding, the higher the effective APR.

The daily periodic rate (DPR) is the nominal APR divided by 365. At 36% nominal APR, the DPR is about 0.0986% per day. This is what's used to calculate daily interest on your balance.

No. If you pay your statement balance in full by the due date, you get a grace period and no interest is charged on new purchases. The effective APR on those purchases is effectively 0%.

The period between your statement date and payment due date (typically 21–25 days) during which no interest accrues on new purchases. It only applies if you paid the previous statement in full.

Yes — annual fees, late fees, and other charges all add to the cost of borrowing. They aren't included in the nominal APR but they do increase your real cost. This calculator includes them when computing your all-in annual cost.

Daily interest = balance × (nominal APR / 365). For a ₹1,00,000 balance at 36% nominal APR, that's about ₹98.63 per day — before compounding.

No — your APR stays the same. But paying more reduces your balance faster, which lowers the total interest you pay. Your effective cost of borrowing falls, even though the APR doesn't change.

Sometimes. If you're a good customer with a long history and on-time payments, call your issuer and ask. Many will reduce your APR rather than risk losing your business.

Cash advance APR is typically much higher (often 40%+) than purchase APR, and there's no grace period — interest starts accruing immediately. Plus there's usually a cash advance fee of 2.5%–3.5%.

Temporarily, yes. During the 0% promo period, the effective APR on the transferred balance is 0% (plus the one-time transfer fee). After the promo, the post-promo APR applies.

No. Everything runs in your browser. Nothing is uploaded, tracked, or stored.

This calculator provides estimates for general guidance only. Actual interest charges depend on your issuer's specific compounding method, daily balance calculation, and payment allocation. Always verify your card's terms on the issuer's official website. This is not financial advice.

Ready to reduce your borrowing cost?

Use the payoff calculator to plan a strategy that clears your balance faster.

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