A sherman of mass m : 65.0 kg is sitting in a canoe with mass M : 160 kg on a warm summer day. The canoe has length L 2 7.99 m and the sherman is sitting on the edge at the eastern end of the canoe. After several hours of not catching anything, he decides to try his luck from the other end of the boat, so he gets up and walks over to the other end and sits back down on the edge at the western end of the canoe Note: You may assume that the canoe is perfectly symmetric in its shape and mass distribution, and that there is no friction with the water. Part b (1 '0 Assume that the center of the boat starts at the origin (ac : 0) and that the positive x axis points to the east. What is the original position of the center of mass of the boat-person system? Part c What is the final position of the center of mass of the boat-person system?Part d What is the distance that the canoe travels during this process? Hint: you will need to write an expression for the final center of mass position in terms of this distance