When a projectile is launched at an initial height of h feet above the ground at an angle of theta with the horizontal and the initial velocity is V_0 feet per second, the path of the projectile is modeled by the parametric equations
(V_0costheta)t and y=h+(v_0sintheta )t- 16t^2

Joey hits a baseball 3.3 feet above ground with an initial velocity of 125 feet/second at an 28°
angle with the horizontal.
Write the parametric equations that model this situation and use your equations to algebraically
solve the following two questions. DO NOT round any values until your final answer.
o Determine the maximum height the ball will reach (to one decimal place).
• Determine the time the ball reaches this maximum height (to one decimal place).