1. The problem statement, all variables and given/known data Evaluate the work done by the two-dimensional force F = ( x2, 2xy ) along each of the following three paths joining the origin to the point P = (1, 1) : The first two are fine The last path is: the path given parametrically as x = t3, y = t2 with a parameter t 2. Relevant equations 3. The attempt at a solution I think you just take x = t3, y = t2 and you plug them into F = ( x2, 2xy ) and then you set up the integral to find work ∫F⋅ds in terms of t. ∫(t6,2t5)⋅(3t2, 2t)dt = ∫(3t8+4t6)dt. Is this correct?