1. The problem statement, all variables and given/known data A horizontal force of magnitude F = 150 N is used to push a box of mass m = 18 kg from rest a distance d = 8 m up a frictionless incline with a slope q = 32°. a, b. and c I already have done d) How fast is the box moving after this displacement? [Hint: Work-energy involves net work done.] v = m/s 2. Relevant equations 3. The attempt at a solution the pushing force is countered by the factor of gravitational work the component force is 18*9.8*sin32=93.47778 F=150N, so net force pushs the object is 150-93.47778=56.52224N net force=ma m=18, net force =56.52224 so a=3.14m/s^2 Vf^2=2as, s=8m Vf=7.08815m/s I have no clue what I did wrong. Any assistance would be great.