What is the Tension in the String and the Mass of the Bar?

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The discussion focuses on calculating the tension in a string and the mass of a bar in equilibrium, with a 2kg mass hanging from it. The calculated tension in the string is 19.6 N, derived from the weight of the mass. The mass of the bar is approximated to be 3.5kg, but the user struggles with the calculations involving angles and moments. The correct approach involves resolving forces and understanding the relationship between tension and the angles involved.

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Homework Statement


The bar is maintained horizontal & in equilibrium by an angled string which passes over a pulley and which carries a mass of 2kg at it's free end.

1) Calculate the Tension T in the String

2) Show that the mass of the bar is approximately 3.5kg

Homework Equations



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The Attempt at a Solution



Included the picture there, it's a really easy question I guess but i think I'm missing something :confused:, or not understanding something very well...

for 1) I presume it's simply 19.6 N , the weight of the mass.

2) I'm a bit stuck here, what does it want you to use? If 19.6 in the tension in the string and you resolve it vertically I get 19.6cos 30 = 16.97 N which obviously doesn't work out to be 3.5kg, I think I'm missing something regarding the pivot, or maybe it's related to work done...

Any help would be great, it's just a stupid problem! :P

Edit: Using that work done thing - I got

(0.8 * 3.5) / cos (30) = 3.23 but still that's far off, so i don't think it can be that
 

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=P thanks
 

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