Effective Annual Rate of Interest

It is common for banks to show interest rates annually instead then showing periodic interest rates.

For instance, a financial institution may show the interest rate for a saving account as 20% annually, although the deposit is compounded monthly.

In this example, eventhough the rate is quoted as 20%, the effective annual interest rate differs from 20% since the deposit is compounded monthly.

The formula for Effective Annual Rate (EAR) is:

EAR = (1 + periodic \; rate)^{m} - 1

and the periodic rate is:

\; periodic \; rate \; = \frac{stated \; annual \; rate}{m}

m is being:

m = the \; number \; of \; compounding \; periods \; per \; year

Here a sample question below as a note:

Here you can find the solution for the question in my youtube channel:

Effective Annual Rate of Interest

Here the official book for CFA Exam: https://amzn.to/40oOuQT

I will see you in another post, bye for now!

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