a) The sum of the moments about the right end must be zero so:
W*(l/2) = T*(l-d)
So T= (35*9.81*(2.5))/(5-1.2)
T=225.88 N
b) Then the forces must all sum to zero so:
F_s=W - T
F_s = 343.35 - 225.88
F_s = 117.47 N
A uniform 35.5-kg beam of length ℓ = 5.60 m is supported by a vertical rope located d = 1.20 m from its left end as in the figure below. The right end of the beam is supported by a vertical column. (a) Find the tension in the rope. (b) Find the force that the column exerts on the right end of the beam. (Enter the magnitude.)
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WebAssign.)...
A long wooden post is suspended horizontally by a rope attached
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supports the other end as shown below. The 4.85 m long post is
uniform along its length and has a mass of 35.5-kg. A 10.0-kg mass
is suspended at a distance Δx = 1.20 m from the other end.
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N
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A long wooden post is suspended horizontally by a rope attached to the ceiling at distance Δx = 1.20 m from the end. A pylon supports the other end as shown below. The 4.80 m long post is uniform along its length and has a mass of 34.5-kg. A 10.0-kg mass is suspended at a distance Δx = 1.20 m from the other end. a)Find the tension in the rope. (N) b) Find the force that the pylon exerts on...
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ASK YOUR TEACHER A long wooden post is suspended horizontally by a rope attached to the ceiling at distance Δx = 1.20 m from the end. A pylon supports the other end as shown below. The 4.80 m long post is uniform along its length and has a mass of 34.5-kg. A 10.0-kg mass is suspended at a distance Δx = 1.20 m from the other end. (a) Find the tension in the rope. N (b) Find the force that...
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