a. How much will you have in the account after 11 years if interest is compounded (1) annually, (2) semiannually, (3) daily (assume a 365-day year), and (4) continuously? b. What is the effective annual rate, EAR, for each compounding period in part a? c. How much greater will your IRA balance be in 11 years if interest is compounded continuously rather than annually? d. How does the compounding frequency affect the future value and effective annual rate for a given deposit? Explain in terms of your findings in parts a through c. a. (1) The amount you will have in the account at the end of 11 years if interest is compounded annually is $4902.81. (Round to the nearest cent.) (2) The amount you will have in the account at the end of 11 years if interest is compounded semiannually is $ (Round to the nearest cent.)