Chapter 6, Problem 22T

A baseball is hit at a point 3 feet above the ground toward the left field fence. The fence is 10 feet high and 375 feet from home plate. The path of the baseball can be modeled by the parametric equations $x=\left(115\cos \theta \right)t$ and $y=3+\left(115\sin \theta \right)t-16t^2$. Does the baseball go over the fence when it is hit at an angle of $\theta =30°$ ? Does the baseball go over the fence when $\theta =35°$ ?