I did all steps just need help figuring out “The ball’s velocity at the above time is” Determine the acceleration function of the ball.a(t)-9.8 oDetermine the time required for the ball to reach its maximum height, the maximum height of the ball,and the ball's velocity and acceleration at that height. Round solutions to the nearest thousandth, ifnecessary.The ball reaches a maximum height after 1.531 vo seconds.The ball reaches a maximum height of 261.47959183 vometersThe ball's velocity at the above height ismeters per secondThe ball's acceleration at the above height is-9.8 ometers per second squared vDetermine the time required for the ball to reach ground level and the ball's velocity and accelerationat that time. Round solutions to the nearest thousandth, if necessary.The ball reaches ground level after 8.836seconds.The ball's velocity at the above time ismeters per secondThe ball's acceleration at the above time is -9.8 ometers per second squared vQuestion Help: Message instructorSubmit All Parts The position of a free-falling object is given by8(t) = - 4.9t + vot + 80where s(t) is measured in meters, vo represents the initial velocity of the object, and so represents the initialposition of the object.A ball is thrown vertically upward with a velocity of 15 meters per second, off of a building that is 250 meterstall. Use the above position function to address the following prompts.Determine the position function of the ball.s(t) =-4.9t2 + 15t + 250 vDetermine the velocity function of the ball.v(t) =-9.8t + 15 voDetermine the acceleration function of the ball.a(t) =-9.8.Determine the time required for the ball to reach its maximum height, the maximum height of the ball,and the ball's velocity and acceleration at that height. Round solutions to the nearest thousandth, ifnecessary.The ball reaches a maximum height after 1.531 v o seconds.The ball reaches a maximum height of 261.47959183metersThe ball's velocity at the above height is 0meters per secondThe ball's acceleration at the above height is-9.8 ometers per second squared vDetermine the time required for the ball to reach ground level and the ball's velocity and accelerationat that time. Round solutions to the nearest thousandth, if necessary.

Question

Accepted Answer

The position of a free-falling object is given by-
s(t)=-4.9t2+v0t+s0
Here ,
Given -
s0=250v0=15