An investor buys a newly issued annual bond that pays its coupons once a year. Its coupon rate is $11\mathrm{.}75\%,$

its maturity is $15$ years, and its yield to maturity is $11\%.$

a$.$ At what price did the investor buy the bond?

b$.$ A year later the investor sells the bond when the bond's yield to maturity is $12\mathrm{.}76\%.$ What price did the

investor sell the bond?

c$.$ What is bonds capital gains return $($capital appreciation$)?$

$\%$

d$.$ What is the bond's current yield return $($income return$)?$

$\%$

e$.$ What is the investor's one year holder period return $($return$)?$