Torque and Massless beam with Two Objects

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SUMMARY

The discussion centers on calculating torques for a massless beam supported at a pivot point with two blocks of mass m1 and m2 positioned at distances L1 and L2, respectively. Key questions include whether the masses will have angular acceleration if m1 equals m2, the dependency of angular acceleration on the ratio m1/m2, and the possibility of achieving zero net torque by adjusting L2. The consensus is that drawing a diagram and carefully analyzing the wording of the questions, especially part (d), is crucial for solving the problem accurately.

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Torque and Massless beam with Two Objects!

Homework Statement



[URL]http://capa.mcgill.ca/res/mcgill/dcmcgill/oldproblems/mcgilllib/Dik/graphics/torque.jpg[/URL]
A massless beam is supported only at one point, called the pivot point, as shown in the diagram. A block with mass m1 sits at the left end of the beam, a distance L1 from the pivot point. A block with mass m2 sits at the right end of the beam, a distance L2 from the pivot point. L2 > L1. Calculate all torques about the pivot point, remembering that positive is anti-clockwise.
Select Yes, No, Less than, Equal to, or Cannot tell.


(a)If m1 = m2, will the masses have an angular acceleration?

(b)Given particular values of L1 and L2, does the angular acceleration depend only on m1 / m2 ? (If it depends on the actual values of m1 and m2, put 'no'.)

(c)Is there a net (non-zero) torque?

(d)Given particular values of m1, m2, and L1, is it always possible to choose L2 (with L2 > L1) such that the masses have no angular acceleration?



The Attempt at a Solution


I tried yes yes cannot tell and yes..

where did I go wrong ?
out of six tries this is my last one.. Please help .. PLEASE.
 
Last edited by a moderator:
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Start by drawing a diagram of the situation; label all masses, distances and forces.
If you're short on time I'd take a close look at the wording of part (d) specifically ;)
 

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