1. The problem statement, all variables and given/known data Crate of mass m is pushed horizontally with force F up an inclined plane of θ from ground. The plane has a friction coefficient of μ. a) draw free body diagram of crate b) derive expression for normal force c) derive expression for acceleration *** Use ONLY m, g, F, μ, θ **** 2. Relevant equations ΣF = ma |a| = √(ax2+ay2) 3. The attempt at a solution Included is a picture of the problem with my free body diagram. I set the normal as the y axis so that when solving ΣFy=may I can set ay=0. ΣFx=max=-μN+Fcosθ-mgsinθ ΣFy=may=N-Fsinθ-mgcosθ ay=0 so N = Fsinθ+mgcosθ (part b) Since ay=0, a=√ax2 = ax. Substituting N into ax: max=-μ(Fsinθ+mgcosθ)+Fcosθ-mgsinθ is this correct?