$5)$ A baseball player releases a ball with an initial velocity of $35$ m$/$s and it takes $2$ seconds to

reach max height. How high did the ball get? How long would it be before the other baseball

player catches the ball? What is the release angle with respect to the vertical plane? How far into

the field would the ball get?

$6)$ Two runners begin running from two different locations toward each other. The first runner

accelerates at $\mathrm{.}00138$ m$/$s$^2$ and the second runner runs at a constant velocity of $3$ m$/$s$.$ If the

distance from the two locations is $3$ km$,$ at what time do they meet?