The sum of the forces for Glider A = 6N - F (s on A) = 2N. This leaves F(s on A) equal to 4N. I do know that this force is pointing to the left.
The spring only has two forces acting upon it: the force of B exerted on the spring and the force of A exerted on the spring. The sum of forces of...
Okay. So the acceleration of the total system is: 6N/(0.4 kg + 0.2 kg + (0.6 kg) = 5 m/s^2.
Since the 6N force applies to the entire system, when I do my FBD of glider A, would it have the 6N force to the right and the force of the spring on A to the left?
A 6N force pushes to gliders along an air track. The 200 g spring between the gliders is compressed. How much force does the spring exert on (a) glider A and (b) glider B?
Mass of Glider A = 400 g
Mass of Glider B = 600 g
I just want to verify that I solved this problem correctly. If I've...