Semi annual interest payment = 440,000 x 13% x 6/12
= $28,600
Present value of principal to be received at the maturity = Par value of bonds x Present value factor (r%, n)
= 440,000 x Present value factor (5.5%, 8)
= 440,000 x 0.65160
= $286,704
Present value of interest to be received periodically over the term of the bonds = Interest x Present value annuity factor (r%, n)
= 28,600 x Present value annuity factor (5.5%, 8)
= 28,600 x 6.33457
= $181,169
Present value of bond = Present value of principal to be received at the maturity + Present value of interest to be received periodically over the term of the bonds
= $286,704 + $181,169
= $467,873
Exact answer may slightly differ due to rounding off and factor value considered. You did not provide factor table. Factor values may range from two decimal places to five decimal places. Thus, answer will differ depending on the factor value taken.
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