Solve the problems below using well-formatted Excel solutions. Do not hardcode numbers in the formulas…..only use cell references to the input data. I will change the input data in your problem to check alternate solutions. You will turn in a complete working Excel spreadsheet with your solution. | ||||||||||||||
1) What is the price of a semiannual $1,000 par value bond with four years left until maturity that pays a coupon of 3.75% and is yielding 5.25%? What would it be yielding if the price decreased to $973.47? Assume semiannual compounding for both. | ||||||||||||||
2) Coffee shop chain Java the Hut just paid a $2.70 dividend. There are two possible pricing scenarios: | ||||||||||||||
a. Scenario 1: You expect the stock will grow at 7% per year forever. Assuming 13% required return, what is the value of Java’s stock? | ||||||||||||||
b. Scenario 2: For the next two years, you think it will grow by 12% a year, getting it back to its pre-recession level. After that, you expect it to grow at 5% a year forever. Assuming 13% required return, what is the value Java’s stock? |
1) Using excel to calculate price of bond.
A | |||||
1 | Par Value | 1000 | |||
2 | Coupon Rate | 3.75% | |||
3 | Number of Years till maturity | 4 | |||
4 | YTM | 5.25% | |||
5 | Coupon | 18.75 | (Excel formula=(A1*A2/2) | ||
6 | Number of Periods | 8 | (Excel formula=(A3*2) | ||
7 | Price | $946.51 | (=PV(A4/2,A6,-A5,-A1) |
A | |||||
1 | Par Value | 1000 | |||
2 | Coupon Rate | 3.50% | |||
3 | Number of Years till maturity | 4 | |||
4 | Coupon | 17.5 | (Excel formula=(A1*A2/2) | ||
5 | Number of Periods | 8 | (Excel formula=(A3*2) | ||
6 | Price | $973.47 | |||
YTM | 4.23% | (=2*Rate(A5,A4,-A6,A1) |
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