A painter stands on a uniform horizontal beam of length L = 6.0 m that is held in equilibrium by support cables attached to the roof as shown in Figure 3. The beam has a weight W, = 150.0 N and the tensions on the left and the right ends are measured to be T₁= 460.0 N and TR = 300.0 N respectively. 1 A. Calculate the weight of the painter Wp, and B. the distance x where the painter is standing.

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Chapter1: Units, Trigonometry. And Vectors
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A painter stands on a uniform horizontal beam of length L = 6.0 m that is held in
equilibrium by support cables attached to the roof as shown in Figure 3. The beam
has a weight W, = 150.0 N and the tensions on the left and the right ends are
B
measured to be T₁= 460.0 N and TR = 300.0 N respectively.
A. Calculate the weight of the painter Wp, and
B. the distance x where the painter is standing.
T₁
X-
Figure 3
Wp
2
L = 6.0 m
WB
TR
Transcribed Image Text:A painter stands on a uniform horizontal beam of length L = 6.0 m that is held in equilibrium by support cables attached to the roof as shown in Figure 3. The beam has a weight W, = 150.0 N and the tensions on the left and the right ends are B measured to be T₁= 460.0 N and TR = 300.0 N respectively. A. Calculate the weight of the painter Wp, and B. the distance x where the painter is standing. T₁ X- Figure 3 Wp 2 L = 6.0 m WB TR
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