$\frac{0}{10}$ pts

$4$

$97$

Details

Janelle manages a company that makes and sells two kinds of speakers, the Thumper and the Rocker. Each Thumper takes $4$ hours to create the plastic parts, $4$ hours to create the electronics, and $2$ hours for assembly. Each Rocker requires $5$ hours to create the plastic parts, $3$ hours to create the electronics, and $7$ hours for assembly. The factory can handle a maximum of $2424$ hours to create the plastic parts, $2280$ hours to create the electronics, and $1806$ hours for assembly each week. If each Thumper generates $$15$ in profit, and each Rocker generates $$6,$ how many of each of the speakers should Janelle have the company make and sell each week to earn the most profit?

Thumper:

Rocker: $$

Best profit: