Suppose a $4\mathrm{.}6\%$ coupon corporate bond matures on June $30,2024.$ The

bond pays interest semi$-$annually $($with the last payment due at maturity$),$

and the bond is sold $($settled$)$ on April $25,2024.$ The clean price for the

bond on the settlement date was $ $1018($Par $=$$$1000).$ Assuming $30$ day

months for corporate bonds, what would be the full invoice price $($or$,$ dirty

price$)$ for the bond?