Question Maximize $9t + 8.50v$ under constraints $9t + 8.50v \leq 150$ and $v \geq 5$.

Studdy Solution
The intersection of the regions defined by these two inequalities will give us the set of all possible solutions for $t$ and $v$.
To summarize, the solution to the system of inequalities is the set of all points $(t, v)$ such that $t \leq \frac{150 - 8.50v}{9}$ and $v \geq 5$, which can be represented graphically as the shaded region in the coordinate plane where the first inequality's region is below the line $9t + 8.50v = 150$ and the second inequality's region is above the line $v = 5$.