using the table in appendix 14A, Calculate the present value of a 9%, $400,000 bond with a three-year term issued when the market rate of interest was 8%, interest is paid quarterly.

  

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TABLE 14A.2 Poisson Tables F(S) is the distribution function-the probability the outcome of a Poisson is S or lower. I(S) is the expected inventory function-given an initial quantity, S, I(S) is the expected amount of inventory remaining after demand. Mean 0.1 0.2 0.3 0.4 0.5 F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) 0.9048 0.00 0.8187 0.00 0.7408 0.00 0.6703 0.00 0.6065 0.00 1 0.9953 0.90 0.9825 0.82 0.9631 0.74 0.9384 0.67 0.9098 0.61 2 0.9998 1.90 0.9989 1.80 0.9964 1.70 0.9921 1.61 0.9856 1.52 3 1.0000 2.90 0.9999 2.80 0.9997 2.70 0.9992 2.60 0.9982 2.50 4 1.0000 3.90 1.0000 3.80 1.0000 3.70 0.9999 3.60 0.9998 3.50 5 1.0000 4.90 1.0000 4.80 1.0000 4.70 1.0000 4.60 1.0000 4.50 Mean 0.6 0.7 0.8 0.9 1.0 I(S) F(S) S F(S) I(S) F(S) I(S) F(S) I(S) F(S) (S) 0.5488 0.00 0.4966 0.00 0.4493 0.00 0.4066 0.00 0.3679 0.00 1 0.8781 0.55 0.8442 0.50 0.8088 0.45 0.7725 0.41 0.7358 0.37 2 0.9769 1.43 0.9659 1.34 0.9526 1.26 0.9371 1.18 0.9197 1.10 3 0.9966 2.40 0.9942 2.31 0.9909 2.21 0.9865 2.12 0.9810 2.02 4 0.9996 3.40 0.9992 3.30 0.9986 3.20 0.9977 3.10 0.9963 3.00 5 1.0000 4.40 0.9999 4.30 0.9998 4.20 0.9997 4.10 0,9994 4.00 6 1.0000 5.40 1.0000 5.30 1.0000 5.20 1.0000 5.10 0.9999 5.00 7 1.0000 6.40 1.0000 6.30 1.0000 6.20 1.0000 6.10 1.0000 6.00 Mean 1.2 1.4 1.6 1.8 2.0 F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) 0.3012 0.00 0.2466 0.00 0.2019 0.00 0.1653 0.00 0.1353 0.00 1 0.6626 0.30 0.5918 0.25 0.5249 0.20 0.4628 0.17 0.4060 0.14 2 0.8795 0.96 0.8335 0.84 0.7834 0.73 0.7306 0.63 0.6767 0.54 3 0.9662 1.84 0.9463 1.67 0.9212 1.51 0.8913 1.36 0.8571 1.22 0.9923 2.81 0.9857 2.62 0.9763 2.43 0.9636 2.25 0.9473 2.08 5 0.9985 3.80 0.9968 3.60 0.9940 3.41 0.9896 3.21 0.9834 3.02 0.9997 4.80 0.9994 4.60 0.9987 4.40 0.9974 4.20 0,9955 4.01 7 1.0000 5.80 0.9999 5.60 0,9997 5.40 0.9994 5.20 0,9989 5.00 8 1.0000 6.80 1.0000 6.60 1.0000 6.40 0.9999 6.20 0.9998 6.00 9. 1.0000 7.80 1.0000 7.60 1.0000 7.40 1.0000 7.20 1.0000 7.00 Continued TABLE 14A.2 Poisson Tables F(S) is the distribution function-the probability the outcome of a Poisson is S or lower. I(S) is the expected inventory function-given an initial quantity, S, I(S) is the expected amount of inventory remaining after demand. Mean 0.1 0.2 0.3 0.4 0.5 F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) 0.9048 0.00 0.8187 0.00 0.7408 0.00 0.6703 0.00 0.6065 0.00 1 0.9953 0.90 0.9825 0.82 0.9631 0.74 0.9384 0.67 0.9098 0.61 2 0.9998 1.90 0.9989 1.80 0.9964 1.70 0.9921 1.61 0.9856 1.52 3 1.0000 2.90 0.9999 2.80 0.9997 2.70 0.9992 2.60 0.9982 2.50 4 1.0000 3.90 1.0000 3.80 1.0000 3.70 0.9999 3.60 0.9998 3.50 5 1.0000 4.90 1.0000 4.80 1.0000 4.70 1.0000 4.60 1.0000 4.50 Mean 0.6 0.7 0.8 0.9 1.0 I(S) F(S) S F(S) I(S) F(S) I(S) F(S) I(S) F(S) (S) 0.5488 0.00 0.4966 0.00 0.4493 0.00 0.4066 0.00 0.3679 0.00 1 0.8781 0.55 0.8442 0.50 0.8088 0.45 0.7725 0.41 0.7358 0.37 2 0.9769 1.43 0.9659 1.34 0.9526 1.26 0.9371 1.18 0.9197 1.10 3 0.9966 2.40 0.9942 2.31 0.9909 2.21 0.9865 2.12 0.9810 2.02 4 0.9996 3.40 0.9992 3.30 0.9986 3.20 0.9977 3.10 0.9963 3.00 5 1.0000 4.40 0.9999 4.30 0.9998 4.20 0.9997 4.10 0,9994 4.00 6 1.0000 5.40 1.0000 5.30 1.0000 5.20 1.0000 5.10 0.9999 5.00 7 1.0000 6.40 1.0000 6.30 1.0000 6.20 1.0000 6.10 1.0000 6.00 Mean 1.2 1.4 1.6 1.8 2.0 F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) F(S) I(S) 0.3012 0.00 0.2466 0.00 0.2019 0.00 0.1653 0.00 0.1353 0.00 1 0.6626 0.30 0.5918 0.25 0.5249 0.20 0.4628 0.17 0.4060 0.14 2 0.8795 0.96 0.8335 0.84 0.7834 0.73 0.7306 0.63 0.6767 0.54 3 0.9662 1.84 0.9463 1.67 0.9212 1.51 0.8913 1.36 0.8571 1.22 0.9923 2.81 0.9857 2.62 0.9763 2.43 0.9636 2.25 0.9473 2.08 5 0.9985 3.80 0.9968 3.60 0.9940 3.41 0.9896 3.21 0.9834 3.02 0.9997 4.80 0.9994 4.60 0.9987 4.40 0.9974 4.20 0,9955 4.01 7 1.0000 5.80 0.9999 5.60 0,9997 5.40 0.9994 5.20 0,9989 5.00 8 1.0000 6.80 1.0000 6.60 1.0000 6.40 0.9999 6.20 0.9998 6.00 9. 1.0000 7.80 1.0000 7.60 1.0000 7.40 1.0000 7.20 1.0000 7.00 Continued

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Bond par value 400000 Coupon 9 Coupon 9000 quarter payment market interest 8 Quarterly int... View the full answer