Consider the two situations illustrated below: Situation #1 Situation #2 Solid sphere of mass m Solid block of mass m ho ho (there is friction between (there is no friction the sphere and the between the block and surface) the surface) In the first situation, a solid sphere of mass m is released from rest. There is enough friction between the sphere such that it always rolls without slipping. In the second situation, a small block of the same mass m is released from rest from an identicall hill, but there is no friction between the block and the surface. If both the sphere and the block are released at the same time, which one will make it to the bottom of the hill first? Make sure you explain your reasoning in your scrap paper or you will not receive full credit. The block wins They both arrive at the same time The sphere wins MacBook ProO The sphere wins > ; Question 14 125 pts Consider situation #2 in the previous question (the block falling from the hill without friction). Assume that m=1 kg and h0=20 m. Determine the speed that the block has at the bottom of the hill. Express your answer in m/s. (Note: you can answer this question even if you could not do the previous one) R _'-*r'_\