You initiated a transaction to purchase a $2\mathrm{.}875\%$ coupon $10-$year U$.$S$.$ Treasury Note on Wednesday $9/6/2018.$ The maturity date of the note is $5/15/2026$ and its yield to maturity is $2\mathrm{.}950\%.$ Please answer the following questions about this note. $($Note: you can check your work in parts $($f$),($g$)$ and $($h$)$ using the BOND spreadsheet in your calculator, but I want to see the equations setup and worked through in those parts for full credit.$)$

$($a$)$ What are the two dates every year on which the note pays its coupons.

$($b$)$ On what date was the last $($previous$)$ coupon paid?

$($c$)$ What is the settlement date $($SDT$)$ for this note?

$($d$)$ How many days are there in the current coupon period?

$($e$)$ How many days between the last coupon and the SDT$?$

$($f$)$ What is the full price of the note on the SDT$?$ Draw a timeline for just the current coupon period $($like we did in class$)$ and calculate the bond$$s full price using $$Method $2$ in the handout, which is the method used in the text and slides$).$

$($g$)$ What is the accrued interest on the SDT$?$

$($h$)$ What is the clean price of the note on the SDT$?$