BP = "\\frac{C\\times(1-(1+r)^{-n}}{i} + M(1+r)^{-n}"
C = F/n = 30/30 = $1million
i. When r = 8%
BP = "\\frac{1(1-(1+8\\%)^{-30}}{0.08} + 30(1+0.08)^{-30}"
BP = 11.25778 + 2.98132 = $ 14.2391
ii. When r=9%
BP = "\\frac{1(1-(1+9\\%)^{-30})}{0.09} + 30(1+0.09)^{-30}"
BP = 10.27365 + 2.261134 = $ 12.53479
The bond with a great decline in price is the bond with an interest rate of 9% (bond price = $ 12.53479).
Comments
Leave a comment