5. Two balls with identical masses of (2 kg) and radii of (0.5 meters) start at rest at the top of a planethat is (15 meters) long and inclined to the horizontal by an angle of (25 degrees). Ball 1 will slidedown the plane without friction. Ball 2 will roll down the plane without slipping.(a) Which ball gets to the bottom of the plane first?(b) By how long does the winning ball beat the losing ball?(c) What is the linear speed of each ball when it arrives at the bottom of the plane?

5. Two balls with identical masses of (2 kg) and radii of (0.5 meters) start at rest at the top of a planethat is (15 meters) long and inclined to the horizontal by an angle of (25 degrees). Ball 1 will slidedown the plane without friction. Ball 2 will roll down the plane without slipping.(a) Which ball gets to the bottom of the plane first?(b) By how long does the winning ball beat the losing ball?(c) What is the linear speed of each ball when it arrives at the bottom of the plane?