1. The problem statement, all variables and given/known data "Block A has mass ma=4.0kg, and block B has mass mb=2.0kg. The coefficient of kinetic friction between block B and the horizontal plane is μk=0.50. The inclined plane is frictionless and at angle θ=30°. The pulley serves only to change the direction of the cord connecting the blocks. The cord has negligible mass. Find (a) the tension in the cord and (b) the magnitude of the acceleration of the blocks. Rough drawing: 2. Relevant equations FN=mgcosθ fk=μkFn T=mg+ma FN=mg+may -fk=max 3. The attempt at a solution Well, the first thing I did was find the force acting on the pulley from the 4kg block, which I found to be 33.948N. Then, I found the kinetic friction force of the flat surface underneath the 2kg block, for which I got 9.8N. After this, I'm just completely stuck. Everything I've read about tension requires acceleration. Anyway, I tried both adding and subtracting the kinetic friction from the 4kg block's force, then dividing by 2kg. I checked the answer in the back of the book, which turned out to be 13N and 1.6m/s2 for (b), neither of which I reached through any combination of equations. I figured that the tension is supposed to be found first though, given the order of the problems. I did mess around trying to find the acceleration a little, using -fk=max, but I didn't get further than that (if that even is in the right direction). I really just had no idea what to do with this. I've read through the chapter and browsed the internet for no less than three hours trying to figure out something and my brain's to the point of feeling like jelly. Any help would be greatly appreciated, even just a push in the right direction.