1. The problem statement, all variables and given/known data Suppose that Y=2((x^2)-3x) and dx/dt = 2 Find dy/dt when x=3 2. Relevant equations the only calc is taking the derivative of the equation, i am wondering if i am doing the whole problem right. 3. The attempt at a solution dy/dx = 4x-6 find the equation for x=3 and multiply in 2 for the rate of change of time Y=4(2*3)-6 Y=18? I think my answer goes back to the clac. I don't know what number i am supposed to plug in for X, i know it has to do when what X equals at dy/dt and the rate of chage of X over time.