A uniform plank of mass 5.00 kg and length 3.60 m is supported by vertical ropes at its ends as in the figure below. A 60.0-kg painter is located 0.500 m to the left of the center and an 8.00 kg bucket is 1.00 m to the right of the center. Find the tensions ?1 and ?2 in the ropes.

Here,
for the tension T1
balacning the torque about the right end
-5 * 9.8 * 1.8 - 8 * 9.8 * 1 - 60 * 9.8 * (3.6 - 0.50) + T1 * 3.6 = 0
solving for T1
T1 = 552.61 N
the tension T1 is 552.61 N
Now, balancing the vertical forces
T1 + T2 - total weight = 0
552.6 + T2 = (60 + 5 + 8)* 9.8
T2 = 162.8 N
the tension T2 is 162.8 N
A uniform plank of mass 5.00 kg and length 3.60 m is supported by vertical ropes...
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by three ropes, as indicated by the blue vectors in the figure
below. Find the tension in each rope when a 685–N person is
d = 0.500 m from the left end.
magnitude of
T1
N
magnitude of
T2
N
magnitude of
T3
N
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A uniform plank of mass 30kg and length 20m is supported by two
ropes T1 and T2 attached as shown on the diagram. Two masses 20kg
and 25kg are suspended are shown to keep the plank in equilibrium.
Find the tension T1 and T2 due to the two ropes.
I'm having trouble with this question. Would love to see the
actual work, so I can understand the concept.
4. A uniform plank of mass 30 kg and length 20 m,...