1. The problem statement, all variables and given/known data For a little background, this lab was on energy of a rolling object. We rolled a hollow cylinder from the top of a ramp on a table and onto the floor. We are trying to experimentally derive the constant (k) found in the equation for moment of inertia. Variables: h = height from top of ramp to table, H = height from table to floor, x = distance ball travels from end of ramp to its landing on floor Make a graph of x^2 vs h. Add a trendline. Calculate k from the slope of the trendline as it corresponds to x^2 = (4Hh)/(k+1) My trendline equation is x^2 = 1.98h - .086 2. Relevant equations I = kmr^2 x^2 = (4Hh)/(k+1) We know theoretically that k=1 for a hollow cylinder 3. The attempt at a solution At first I thought the slope was k but that doesn't make sense because my expected k is 1. I could just calculate k given my experimental measurements, but that's not what they're asking. I'm trying to relate the given equation to mx+b form but I'm drawing a blank. I don't know how to start. Thanks!