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1. Problem 13-01 eBook Problem 13-01 Calculate the Macaulay duration of a 10%, $1,000 par bond that matures in three years if
Present Value of $1: APPENDIX. Period 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% 12% 14% 15% 16% 9901 9804 97099615 9524 9434 93469259917
Present Value of an Annuity of $1 Per Period for n Periods: Wumber of Payments 1% 2% 34% 56% 15% 165 non omne 22:2 2:222 =223
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Answer #1
Semi annual period cash flow present value factor at 7% =1/(1+r)^n r =14/2 = 7% n =1,2,3…….6 present value of cash flow = cash flow*present value factor at 7% present value of cash flow*semi annual period
1 50 0.934579439 46.72897196 46.728972
2 50 0.873438728 43.67193641 87.3438728
3 50 0.816297877 40.81489384 122.444682
4 50 0.762895212 38.1447606 152.579042
5 50 0.712986179 35.64930897 178.246545
6 1050 0.666342224 699.659335 4197.95601
Value of bond = sum of present value of cash flow 904.6692068
sum of (present value of cash flow*semiannual period) 4785.29912
Maculay's duaration = sum of (present value of cash flow*semiannual period)/value of bond 4785.29912/904.6692 5.29
Modified duration = Maculay's duration/(1+YTM) 5.29/(1.07) 4.94
estimate of Price change = modified duration*change in rate -4.94*-1% 4.94%
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