How to use this tool
- Enter nominal annual rate, compounding periods per year.
- Select Calculate to view the result.
- Check the method and assumptions below before using the result.
The method, explained
Effective annual rate = [(1 + nominal rate/100 ÷ periods)^periods − 1] × 100.
A 12% nominal rate compounded monthly has an effective annual rate of about 12.6825%.
What to keep in mind
Assumes equal compounding periods and a constant nominal rate. Fees, taxes and cash-flow timing are excluded; this is not a jurisdiction-specific APR calculation.
Common questions
What does 12 periods mean?
Interest is compounded monthly under the equal-period model.
What happens with one period?
Annual compounding makes the effective rate equal to the nominal annual rate.
Methodology maintained by ClarityKit. How these tools are built and checked.