A ball is thrown from the ground with initial velocity 35ft/sec at an angle of elevation of $75^{\circ}$. Let t=0 be the time when the ball is thrown. Using the position function in parametric form, what is the maximum height of the ball if air resistance is neglected?A ball is thrown from the ground with initial velocity 35ft/sec at an angle of elevation of $75^{\circ}$. Let t=0 be the time when the ball is thrown. Using the position function in parametric form, what is the maximum height of the ball if air resistance is neglected?

Question

A ball is thrown from the ground with initial velocity  35ft/sec  at an angle of elevation of $75^{\circ}$. Let  t=0  be the time when the ball is thrown. Using the position function in parametric form, what is the maximum height of the ball if air resistance is neglected?A ball is thrown from the ground with initial velocity  35ft/sec  at an angle of elevation of $75^{\circ}$. Let  t=0  be the time when the ball is thrown. Using the position function in parametric form, what is the maximum height of the ball if air resistance is neglected?

Quizplus · Accepted Answer

The Answer of A ball is thrown from the ground with initial velocity  35ft/sec  at an angle of elevation of $75^{\circ}$. Let  t=0  be the time when the ball is thrown. Using the position function in parametric form, what is the maximum height of the ball if air resistance is neglected?A ball is thrown from the ground with initial velocity  35ft/sec  at an angle of elevation of $75^{\circ}$. Let  t=0  be the time when the ball is thrown. Using the position function in parametric form, what is the maximum height of the ball if air resistance is neglected?

A Ball Is Thrown from the Ground with Initial Velocity 75∘75^{\circ}75∘

A Ball Is Thrown from the Ground with Initial Velocity $75^{\circ}$