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A four-year bond has an 8% coupon rate and a face value of $1000. If the current price of the bond is $878.31, calculate the yield to maturity of the bond (assuming annual interest payments). Group of answer choices

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Kolawole845

Answer:

Yield to maturity =11.75%

Explanation:

The yield to maturity to Maturity van be worked out using the formula below:

YM =( C + F-P/n)  ÷  ( 1/2× (F+P))

C- annual coupon,

F- face value ,

P- current price,

n- number of years to maturity

YM - Yield to maturity

C- 8%× 1000 = 80, P- 878.31, F- 1000

AYM =  80 + (1000-878.31)/4  ÷  1/2×  (1000+878.31)

        = 110.4225    ÷ 939.155

       = 11.75%

Yield to maturity =11.75%

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