Given: A ball of mass 'm' is attached to the end of a massless cable of length 'L'. The opposite end of the cable is attached to the ceiling such that the mass swings in a vertical plane. The angle '0' of the cable is measured from horizontal, so that the angle is 90 when the mass is moving at the maximum tangential velocity of 'v'. Use the methods of chapter 12. Any use of the method from chapter 13 will result in a grade of zero for this problem. Find (in terms of the variables given): a) The tension in the cable when the mass is swinging, and the cable angle '0' passes through vertical, while the velocity 'V' is at its maximum value of 'Vmax' b) The tension in the cable when the mass has reached its maximum height, and the cable angle '0' is at its maximum value of "Omax" a) * L (m ( 7V=Vmax. b) 9=0 L M