What is the change in kinetic energy of block A as it moves up the incline?

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The discussion focuses on calculating the change in kinetic energy of block A as it moves up an incline, considering two blocks connected by a string over a frictionless pulley. Block A has a mass of 50 kg and faces a kinetic friction coefficient of 0.21. Participants clarify the need to account for the frictional force and the normal force in their calculations. The correct approach involves using the equation T - m1g*sin(37) - µk*N = m1a1, where N is the normal force. The conversation concludes with participants feeling more confident in solving the problem after addressing these key factors.
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1. Two blocks, A and B (with mass 50 kg and 100 kg, respectively), are connected by a string, as shown in the figure below. The pulley is frictionless and of negligible mass. The coefficient of kinetic friction between block A and the incline is µk = 0.21. Determine the change in the kinetic energy of block A as it moves from C to D, a distance of 25 m up the incline if the system starts from rest.

http://img26.imageshack.us/img26/5803/p564.gif




I used
a1=-a2
T-m1g*sin37=m1a1
T-m2g=m2a2 -T+m2g=m2a1
m2g-m2a1-m1g*sin37=m1a1




3.

Solved for a (1.142 m/s^2), solved for Vf (.7556 m/s) and used the equation KE=.5mv^2. I did something wrong, but I'm not sure what. Please help


 
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Hi madcat1090, welcome to PF.
In your attempt you have not taken into account the frictional force, which acts in the opposite direction of motion of A
 
So should i use T-m1g*sin37-ukn=m1a1?
 
madcat1090 said:
So should i use T-m1g*sin37-ukn=m1a1?
Yes.
What is the normal force?
 
rl.bhat said:
Yes.
What is the normal force?

Ummm, should be mg*cos37 right?
 
You can also solve the problem by using energy.
 
madcat1090 said:
Ummm, should be mg*cos37 right?
Right.
 
Awesome. I think I can solve it now. Thanks for the help!
 
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