A bond currently has a price of 1050 The yield on the bond i

A bond currently has a price of $1,050. The yield on the bond is 7%. If the yield increases 26 basis points, the price of the bond will go down to $1,031. The duration of this bond is ____ years.

6.49

7.47

7.60

6.96

A bond currently has a price of $1,050. The yield on the bond is 7%. If the yield increases 26 basis points, the price of the bond will go down to $1,031. The duration of this bond is ____ years.

Solution


Change in price / Previous price = -D* x Change in yield

-19/1050 = -D* x 0.26%

D* = 19/(1050*0.26%)

D* = 6.96

Duration = D* x (1+ Yield)

Duration = 6.96 *(1+7.26%)

Duration = 7.47 years

A bond currently has a price of $1,050. The yield on the bond is 7%. If the yield increases 26 basis points, the price of the bond will go down to $1,031. The d

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