In: Finance
Corporate Financial Management
Question 2 :
(a) Tenure of Zero Coupon Bond = 5 years, Purchase Price = $ 500 and Par Value = $ 1000, Let the Sale Price after 3 Years = $ P3
Let the interest rate be R %
500 = 1000 / (1+R)^(5)
R = [(1000/500)^(1/5)] - 1 = 0.148698 or 14.8698 %
If the interest rate remains 14.8698 % , then 500 = P3 / (1.148698)^(3)
P3 = 500 x ((1.148698)^(3)) = $ 757.8576 ~ $ 757.86
(b) Real Return = 4 % and Rate of Inflation = 5 %
Nominal Rate of Return = [(1+Real Return) x (1+ Rate of Inflation)] - 1 = [(1.04) x (1.05)] - 1 = 0.092 or 9.2 %
(c) Purchase Price = $ 1054.47 and Sale Price = $ 1037.19, Holding Tenure = 1 year, Bond Coupon Rate = 7 % and Par Value = $ 1000
Annual Coupon = 1000 x 0.07 = $ 70
Realized Rate of Return = [(1037.19 + 70) - 1054.47] / 1054.47 = 0.049997 or 4.9997 ~ 4.99 %
NOTE: Please raise a separate query for the solution to the last unrelated question, as one query is restricted to the solution of only complete question (or up to 4 related sub-parts)