QuestionLindsay wants to earn at least \$300 babysitting ($12/hr$) and mowing lawns ($15/hr$) in a max of 50 hours. Solve:
$$\begin{cases} 12x + 15y \geq 300 \\ x + y \leq 50 \end{cases}$$
Which job combo meets her goals?

Studdy Solution
Continue this process for the remaining options. After checking all options, you will find that Option10 hours of babysitting and15 hours of mowing lawns is the only valid choice that satisfies both inequalities.
Therefore, Lynsay should choose to babysit for10 hours and mow lawns for15 hours to meet her goals.