A $10,000 6% bond with annual coupons matures at par on December 31, 2020. The effective annual yield of the bond from purchase to maturity is 5%. In which of the following ranges is the amount for amortization of premium in the coupon paid on December 31, 2005?
Particulars | Amount | |
Bond Face Value | 10000 | |
a | 6% bond with annual coupon | 600 |
b | yield 5% for 5 year Annuity Factor | 4.329 |
a*b | Maturity Date 31.12.20 & Present value of Coupon | 2597.4 |
Mature at Par 10000 present value PVF 5% on 5th year=10000 | 7840 | |
Value of Bond | 10437.4 | |
Assumed Purchase Price | 10437.4 | |
Bond Premium(10437.5-10000) | 437.4 | |
Amortisation=(Purchase price*Yield rate)-Coupon interest | .=10437.5*5%-600 | |
.=521.875-600 | ||
78.125 |
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