(Related to Checkpoint 18.3) (Calculating the cost of short-term financing) You plan to borrow $10,000 from the bank to pay for inventories for a gift shop you have just opened. The bank offers to lend you the money at 10 percent annual interest for the 6 months the funds will be needed (assume a 360-day year). a. Calculate the annualized rate of interest on the loan. b. In addition, the bank requires you to maintain a 16 percent compensating balance in the bank. Because you are just opening your business, you do not have a demand deposit account at the bank that can be used to meet the compensating-balance requirement. This means that you will have to put 16 percent of the loan amount (which you had planned to use to help finance the business) in a checking account. What is the cost of the loan now? c. In addition to the compensating-balance requirement in part b, you are told that interest will be discounted. What is the annualized rate of interest on the loan now? a. The effective rate of interest, or APR, on the loan is 10%. (Round to two decimal places.) b. If the bank requires you to maintain a compensating balance of 16 percent in the bank, the effective annual cost of the loan now is 11.90 %. (Round to two decimal places.) c. In addition to the compensating-balance requirement in part b, you are told that interest will be discounted. The effective rate of interest on the loan now is %. (Round to two decimal places.)