Problem $1.$ Tanjiro Corp has a bond outstanding with a coupon rate of $5\mathrm{.}7$ percent and annual payments. The bond currently sells for $$1,600\mathrm{.}25,$ matures in $12$ years, and has a par value of $$1,800.$

C$.$ What is the YTM if the coupons are semiannual?

Referring to the initial example $($with annual coupons$),$ what price would you actually pay if$,$ when you purchase the bond, there are still $2$ months left until the next coupon payment?

Referring to Part C setup $($semiannual coupons$),$ what is the current yield of this bond?

Referring to the initial example $($with annual coupons$),$ what would be the selling price of the

bond if you were to sell it in $2$ years?

Assume Inosuke Inc. has a $$2,500$ par value bond outstanding that pays $7\%$ annual coupon and

matures in $10$ years. Today it sells for $$2,207\mathrm{.}29.$ Which bond presents a better investment $$

Tanjiro or Inosuke $($from the initial setup$)?$ Hint: decide which measure of return is appropriate

and use it to compare the two bonds.