How Do You Calculate Tension and Acceleration in a Constrained Pulley System?

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To calculate tension and acceleration in a constrained pulley system with masses A, B, and C, each weighing one kg, it's essential to apply the equation T - mg = ma. A user attempted to find tension but incorrectly concluded T = 0, indicating a possible assumption of no acceleration. Forum participants emphasize the importance of showing detailed work, including free body diagrams for each pulley, to identify errors in reasoning. Without this information, it's challenging to provide accurate guidance on the problem. Properly analyzing the forces involved is crucial for solving the tension and acceleration accurately.
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Homework Statement


A,B,C are of mass one kg each, while D,E are massless pulleys.
https://docs.google.com/file/d/0B0FIIKckKOcKN2JxcS1DYldaX0U/edit?usp=docslist_api
We need to find Tension in string, acceleration of A,B,C

Homework Equations



T-mg=ma

The Attempt at a Solution


I tried getting tension and got T=2T, which gives T=0, which is not the answer. Thanks in advance
 
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AbhinavJ said:

Homework Statement


A,B,C are of mass one kg each, while D,E are massless pulleys.
https://docs.google.com/file/d/0B0FIIKckKOcKN2JxcS1DYldaX0U/edit?usp=docslist_api
We need to find Tension in string, acceleration of A,B,C

Homework Equations



T-mg=ma

The Attempt at a Solution


I tried getting tension and got T=2T, which gives T=0, which is not the answer. Thanks in advance
Sounds to me as though you assumed no acceleration.
Can't tell where you are wrong if you don't post your working.
 
haruspex said:
Sounds to me as though you assumed no acceleration.
Can't tell where you are wrong if you don't post your working.
I actually couldn't get anything, any hint on which I can work on?
 
AbhinavJ said:
I actually couldn't get anything, any hint on which I can work on?
You wrote that you did some work and got T=2T. Please post that work. You must show some attempt, even if it is just some thoughts.
Have you drawn a free body diagram for each pulley? Each of those should give you an equation, though some may be uninteresting because they involve unknown forces from outside the system.
 
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