1. The problem statement, all variables and given/known data Realize I'm asking a lot of question today, but I'm working on a huge physics project and I'm not asking for answers, just some guidance where I'm stuck A certain yo-yo can be modeled as a uniform cylindrical disk with mass M and radius R and a lightweight hub of radius ½R. A light string is wrapped around the hub. imagine that that you pull upward on the string such that the yo-yo remains in the same place. Find the angular velocity of the yo-yo when you have pulled the string upward a distance of L. 2. Relevant equations Torque = r x F Work = change in kinetic energy torque = I x angular acceleration only rotation = change in (1/2 I w^2) 3. The attempt at a solution w2=w02 +2(alpha=angular acceleration) * (theta -theta0) --> torque = I (W2/2(theta-theta0) --> torque * change in theta = 1/2*I*w2 Now I just need to figure out how to find theta or what to do with it? Maybe get it in terms of L? but how? Does torque * change in theta = the change in kinetic energy?