Bank A advertises a money market account that pays 2.5% compounded quarterly. Bank B advertises a money market account that pays 2.4% compounded daily. a) Determine the annual percentage yield for bank A's money market account. b) Determine the annual percentage yield for bank B's money market account. c) Assuming all other factors are equal, which bank's money market account would be the better investment? a) The annual percentage yield for the bank A money market account is %. (Round to two decimal places as needed.) b) The annual percentage yield for the bank B money market account is %. (Round to two decimal places as needed.) c) Which bank's money market account would be the better investment? Choose the correct answer below. A. Bank A's money market account is the better investment because the annual percentage yield from bank A is less than the annual percentage yield from bank B. B. Bank B's money market account is the better investment because the annual percentage yield from bank B is less than the annual percentage yield from bank A. C. Bank B's money market account is the better investment because the annual percentage yield from bank B is greater than the annual percentage yield from bank A. D. Bank A's money market account is the better investment because the annual percentage yield from bank A is greater than the annual percentage yield from bank B. E. Either bank is a good investment because the annual percentage yield from bank A is the same as the annual percentage yield from bank B