the linear optimization solution objective function? Would rounding the continuous solution have provided the optimal integer solution?

Maximize Profit $=122L+138S$

$18L+11S4000$

$6L+8S3500$

$L0$ and $S0$

$(ComponentA)$

$(ComponentB)$

$(Nonnegativity)$

The optimal integer solution $isto$ produce

LaserStop and

$(Roundto$ the nearest whole number $as$ needed.$)$