As the number of compounding periods increases, what is the effect on the annual percentage rate (APR) and the effective annual rate (EAR)?( )
The APR remains the same since the APR is computed as (interest per period)× (number of compounding periods in 1 year). As the frequency of compounding increases, the interest rate per period decreases leaving the original APR unchanged. However, the EAR increases with the frequency of compounding.