APR Calculator
The APR Calculator shows the true annual cost of a loan, including fees. It is essential for comparing loan offers, because the advertised interest rate often does not reflect the full cost of borrowing.
APR Calculator
Currency
$
$
%
years
What the result means
APR (Annual Percentage Rate) is the true yearly cost of borrowing, including both the interest rate and any fees. It is always higher than the nominal interest rate when fees are present. Comparing APRs across lenders gives you a fairer picture of which loan is actually cheaper.
How to use this calculator
- 1Enter the loan amount in rupees.
- 2Enter any loan fees (processing fees, origination fees, etc.).
- 3Enter the advertised annual interest rate.
- 4Enter the loan term in years.
- 5Press Calculate to see the effective APR and monthly payment.
The formula
The calculation uses a standard, verifiable formula. Here it is in its simplest form.
APR = ((Total payments − (Principal + Fees)) ÷ (Principal + Fees) ÷ Years) × 100
Monthly payment uses the standard EMI formula.
What each variable means
| Symbol | Name | Description |
|---|---|---|
| P | Principal | The loan amount you borrow. |
| F | Fees | Any upfront fees charged by the lender. |
| R | Interest rate | The advertised annual interest rate. |
| Y | Term | The loan term in years. |
Step-by-step example
Example: ₹1,00,000 loan at 10% with ₹2,000 fees for 5 years
Loan amount:₹1,00,000Loan fees:₹2,000Interest rate:10%Term:5 years
- 1Monthly payment ≈ ₹2,124
- 2Total payments = ₹2,124 × 60 = ₹1,27,440
- 3APR total = 1,00,000 + 2,000 = ₹1,02,000
- 4APR = ((1,27,440 − 1,02,000) ÷ 1,02,000 ÷ 5) × 100 ≈ 5.0%
Result
APR ≈ 5.0% (including fees)
What changes the result
- Fees increase the effective cost of borrowing, raising the APR above the nominal rate.
- Shorter loan terms spread fees over fewer months, increasing the APR impact.
- APR is the best metric for comparing loans with different fee structures.
Edge cases to be aware of
Unusual situations handled correctly
- If fees are zero, APR equals the nominal interest rate.
- Very high fees on short-term loans can produce very high APRs.
- The calculator assumes fees are paid upfront.
Common mistakes
Avoid these errors
- Comparing nominal interest rates instead of APRs.
- Ignoring processing fees when comparing loans.
- Assuming APR and interest rate are the same.
Assumptions
- Fees are paid upfront.
- The interest rate is fixed for the loan term.
- Payments are made monthly.
Limitations
- Does not account for late fees, prepayment penalties, or insurance.
- Assumes a fixed interest rate.
- This is an estimate; actual APR may vary by lender.
Frequently asked questions
What is the difference between APR and interest rate?+
The interest rate is the cost of borrowing the principal. APR includes the interest rate plus any fees, giving the true annual cost. APR is always equal to or higher than the nominal interest rate.
Why should I compare APRs instead of interest rates?+
Because two loans with the same interest rate can have very different total costs if one has higher fees. APR accounts for both, giving you a fair comparison.
Is a lower APR always better?+
Generally yes, but consider other factors like loan term, flexibility, and prepayment options. A slightly higher APR with better terms may be a better choice for your situation.