a. What is your effective annual interest rate (an opportunity cost) on the revolving credit arrangement if your firm does not use it during the year? Effective annual interest rate b. What is your effective annual interest rate on the lending arrangement if you borrow $35 million immediately and repay it in one year? Effective annual interest rate c. What is your effective annual interest rate if you borrow $68 million Immediately and repay it in one year? Effective annual interest rate

the intereswt rate a company pays on 1 - year, 5-year loan depends on?

1. Calculate the future value of $9,000 invested (single amount) for ten years in an account with an APR of 6.3%. (Do not round interest rates.) a. If compounded annually? Future value = P (1+r)t 9,000(1+0.063)¹⁰= b. If compounded semiannually? c. If compounded monthly? d. Given equal rates, time, and investment amount, what effect does the frequency of compounding have on future values? What effect does the frequency of discounting have on present values? 2. Determine the rate that would be earned on a $25,000 investment if $100,000 is paid back in 25 years. Based on your answer, what factors would you consider in whether to invest or not. 3. A company has a $400 million liability that is due in 20 years. If the relevant discount rate is 5.25 percent, what is the present value of the liability? 4. What is the present value of an investment that will pay you $75 per year forever if the appropriate rate of return is 3%?

Which of the following statements is most correct? The first payment under a 3-year, annual payment, amortized loan for $1,000 will include a smaller percentage (or fraction) of interest if the interest rate is 5 percent than if it is 10 percent. If you are lending money, then, based on effective interest rates, you should prefer to lend at a 10 percent nominal, or quoted, rate but with semiannual payments, rather than at a 10.1 percent nominal rate with annual payments. However, as a borrower you should prefer the annual payment loan. The value of a perpetuity (say for $100 per year) will approach infinity as the interest rate used to evaluate the perpetuity approaches zero. Statements a, b, and c are all true. Statements b and c are true.