Torque-Sign hanging from a cable

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The discussion revolves around calculating the maximum mass of a sign hanging from a pole supported by a cable, given a maximum tension limit. The user attempts to balance the torque from the cable's tension against the torque from the sign's weight, but arrives at an incorrect maximum mass of 43.6 kg. Key points of confusion include the omission of the pole's weight in the calculations and the selection of the pivot point for summing torques. Participants in the discussion are encouraged to clarify these aspects to arrive at the correct solution. The focus remains on understanding torque balance in this physics problem.
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Torque--Sign hanging from a cable

Homework Statement



A 120cm-wide sign hangs from a 5.4 kg, 200cm-long pole. A cable of negligible mass supports the end of the rod as shown in the figure

What is the maximum mass of the sign if the maximum tension in the cable without breaking is 330N?


http://session.masteringphysics.com/problemAsset/1070549/3/12.P66.jpg"

Homework Equations


T = r*F*sin(phi) = F * d (d = moment arm length)


The Attempt at a Solution



I set the Torque provided by the tension in the cable equal to the torque provided by the weight of the sign because the cable will break when the mass is just above the mass at this point.

(330N)(2m)(sin 51) = (1.2m)(9.81)(max_mass)

with this I get the max_mass to = 43.6kg, a wrong answer. Can anyone help me out here? Thanks.
 
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What happened to the weight of the pole? What point are you summing torques about?
 
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