") A red ball starts at point A with a horizontal velocity v, and falls a vertical distance h until it hits the ground at point B. Assume the acceleration due to gravity is given by g = 10 [m]/[s]2. It is given that when the ball bounces from the ground, it only recovers 60% of its previous maximum height. height, h? a) (8pts) How many bounces does the ball undergo until its max height is less than or equal to 1/8th its original 2091 ect uctor b) (8pts) After you find the number of bounces in part a, the ball continues on its path, and it does reach its maximum height . Write the total amount of time T that must have passed only in terms of g and h. ( Hint: on 816, 625 CA c) (8pts) What is the total amount of horizontal distance Ax the ball must have traveled only in terms of v, g and h. d) (9pts) Given that h = 9. 18549 [m], and v = 2 [m]/[s] calculate the numerical values with their SI units for parts b and c. b ) T = C) Ax =