You buy a $3-$year Treasury note with a $$1000$ face value, a $1\mathrm{.}625\%$ annual coupon, and a

yield to maturity of $1\mathrm{.}609\%.$ The Treasury note pays coupons semi$-$annually.

A$.$ What is your $3-$year holding period return if you hold the bond until maturity?

Assume you can reinvest any coupons at the semi$-$annual EPR and the current yield

to maturity of $1\mathrm{.}609\%.$

B$.$ What is your $2-$year holding period return if you sell the bond after two years?

Assume you can reinvest any coupons at the semi$-$annual EPR and the current yield

to maturity of $1\mathrm{.}609\%.$