Consider a bond with a face value of $1,000 that sells for an initial...
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Accounting
Consider a bond with a face value of
$1,000
that sells for an initial price of
$700
. It will pay no coupons\ for the first nine years and will then pay
11%
coupons for the remaining 29 years. Choose an equation\ showing the relationship between the price of the bond, the coupon (in dollars), and the yield to maturity.\ A.
700=(110)/((1+i)^(9))+(110)/((1+i)^(9+1))+dots+(110)/((1+i)^(9+29-1))+(110)/((1+i)^(9+29))
\ B.
700=(110)/((1+i)^(9+1))+(110)/((1+i)^(9+2))+dots+(110)/((1+i)^(9+29-1))+(110)/((1+i)^(9+29))+(1,000)/((1+i)^(9+29))
\ C.
700=(1,000)/((1+i)^(29-9))
\ D.
700=(1,000)/((1+i)^(9+29))
Consider a bond with a face value of
$1,000
that sells for an initial price of
$700
. It will pay no coupons\ for the first nine years and will then pay
11%
coupons for the remaining 29 years. Choose an equation\ showing the relationship between the price of the bond, the coupon (in dollars), and the yield to maturity.\ A.
700=(110)/((1+i)^(9))+(110)/((1+i)^(9+1))+dots+(110)/((1+i)^(9+29-1))+(110)/((1+i)^(9+29))
\ B.
700=(110)/((1+i)^(9+1))+(110)/((1+i)^(9+2))+dots+(110)/((1+i)^(9+29-1))+(110)/((1+i)^(9+29))+(1,000)/((1+i)^(9+29))
\ C.
700=(1,000)/((1+i)^(29-9))
\ D.
700=(1,000)/((1+i)^(9+29))

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