Two 1000 par value bonds are purchased. The 2n-year bond costs 250 more than the n-year bond. Each has 13% annual coupons and each is purchased to yield 6.5% annual effective. Calculate the price of the n-year bond.
The solution says
Price of 2n-year bond: 130 (a angle 2n) + 1000*v^2n
Price of n-year bond: 130 (a angle n) + 1000*v^n
From what I know, price of a bond is PV of coupons + PV of redemption price.
How did they get redemption prices of 1000 here?
Thanks
The solution says
Price of 2n-year bond: 130 (a angle 2n) + 1000*v^2n
Price of n-year bond: 130 (a angle n) + 1000*v^n
From what I know, price of a bond is PV of coupons + PV of redemption price.
How did they get redemption prices of 1000 here?
Thanks
SOA 5/95 #15
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