# Force pushes and pulls two blocks at an angle

by gap0063
Tags: forces friction
 P: 66 1. The problem statement, all variables and given/known data A force of 23.52 N pushes and pulls to blocks as shown in the figure below. The vertical contact surfaces between the two blocks are frictionless. The contact between the blocks and the horizontal surface has a coefficient of friction of 0.29. The acceleration of gravity is 9.8 m/s2 What is the magnitude a of the acceleration of the blocks? Answer in units of m/s2 2. Relevant equations I know its the sum of Fy=N-mg=0 => N=mg and the sum of Fx= -fk=max 3. The attempt at a solution fk=ukN=> fk=20.4624 but I do not know how to plug in Fcostheta or Fsintheta and I know those need to be used somewhere
 PF Gold P: 1,160 Create a free body diagram for each block, and then use ∑F=manet to find the resulting acceleration. What forces are acting on each block? How can you use these forces to find the net force on the blocks in the x direction?
P: 66
 Quote by jhae2.718 Create a free body diagram for each block, and then use ∑F=manet to find the resulting acceleration. What forces are acting on each block? How can you use these forces to find the net force on the blocks in the x direction?
On the first block in the y direction there is N and m1g
in the x direction there is fk and F...
On the second block in the y direction there is Fsintheta, N, and m2g
in the x direction there is fk and Fcostheta...

right?

Mentor
P: 41,579
Force pushes and pulls two blocks at an angle

 Quote by gap0063 I know its the sum of Fy=N-mg=0 => N=mg
The sum of the vertical components on each block must add to zero, but N and mg are not necessarily the only forces with vertical components.
 and the sum of Fx= -fk=max
The sum of horizontal forces must equal max. What are the horizontal forces acting on this system?
P: 66
 Quote by Doc Al The sum of the vertical components on each block must add to zero, but N and mg are not necessarily the only forces with vertical components. The sum of horizontal forces must equal max. What are the horizontal forces acting on this system?
Thanks! figured out the other components!!!

Thank you for you're help on my other problems too you're a live saver

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