You are considering buying a bond whose most recent coupon payment was made $60$ days ago. This bond now has $10$ years to maturity, with $8\%$ coupon rate, face value equals $$1000,$ and required yield is $6\%,$ semi$-$annual payment. What is the invoice price $($clean price $+$ accrued interest$)$ if you buy the bond today? $($Assume $180$ days in the $6-$month period.$)$

A$.$ $$1,162\mathrm{.}11$ B$.$ $$1,148\mathrm{.}77$ C$.$ $$1,113\mathrm{.}33$ D$.$ $$1,000\mathrm{.}00$