1. The problem statement, all variables and given/known data Find the probability P(x>1) The function is f(x) = (2/9)(3x -x^2) 2. Relevant equations 3. The attempt at a solution So, P(x>1) = ∫ (2/9)(3x-x^2) dx = (2/9)((3x^2/2) - (x^3/3))[1,∞] When you do the improper integral lim a->∞ [ (2/9)((3(a)^2/2) -((a)^3)/3)] this is just the first part of the evaluation I stopped because it goes to infinity. So If the integral does not converge then I say the event will never happen?