Suppose we drop a dense spherical ball from a great height onto a planet with an atmosphere where the acceleration constant due to gravity is g =14.07. Assume that the resistance of the atmosphere to the motion of the ball is proportional to the speed of the ball with a constant of proportionality what = 0.34. (a) Set up and solve a PVI to express the speed of the ball as a function of time. (b) Find the terminal velocity of the ball.