1. The problem statement, all variables and given/known data Problem 1: A standard-sized and typically able college-age human walks into a building for an appointment on the 10th story. The elevator is broken. She walks up the 9 stories. Roughly speaking: (a) How much mechanical energy does she need to expend to climb those 9 stories? (b) How much time do you think it takes her to climb those stairs? As- sume she is at least somewhat motivated to get to her appointment. If you are having trouble estimating this, hire a friend to time themselves climbing stairs. Use that time and the total energy from part (a) to get a power, and express the power in horsepower. Are you surprised? Why is horsepower defined as it is? (c) Now convert the energy you got in part (a) to what dieticians call "Calories", which are really SI kcal units. What fraction of a standard human 2000 kcal diet was this stair climbing exercise? Does this make sense given what you know about programs of "exercise"? (d) How many flights of stairs could our subject climb in a day if all her body did was convert a 2000 kcal input of food into stair-climbing energy? Why is that not at all a realistic description of the body? On what bodily processes is energy spent in forms other than mechanical forms? 2. Relevant equations TME = PE + KE 3. The attempt at a solution I'm pretty sure I can do all of the calculations in the final parts, I'm just extremely confused as to how to estimate the mechanical energy she needs to climb the staircase.