A young work crew is trying to quickly finish some touch-up painting to complete a job. Rather than setting up a secure work area, they decide to try a shortcut. Worker A will hold the far end of a 8.00 m work plank which weighs 1.10x10^2 N and is secured with a hinge on the opposite end. Worker B will stand on the plank 4.66 m from worker A. Worker B also brings up his paint can, mc=3.60 kg, which he places 0.355 m from where he is standing on the plank (between the two workers). Worker A unfortunately needs to supply 483 N of force to hold the end of the plank. How much does worker B weigh? The acceleration due to gravity is g=9.81 m/s2. weight of worker WB= ? N
A young work crew is trying to quickly finish some touch-up painting to complete a job. Rather than setting up a secure work area, they decide to try a shortcut. Worker A will hold the far end of a 8.00 m work plank which weighs 1.10x10^2 N and is secured with a hinge on the opposite end. Worker B will stand on the plank 4.66 m from worker A. Worker B also brings up his paint can, mc=3.60 kg, which he places 0.355 m from where he is standing on the plank (between the two workers). Worker A unfortunately needs to supply 483 N of force to hold the end of the plank. How much does worker B weigh? The acceleration due to gravity is g=9.81 m/s2. weight of worker WB= ? N
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![A young work crew is trying to quickly finish some touch-up painting to complete a job. Rather than setting up a secure work area, they decide to try a
shortcut. Worker A will hold the far end of a 8.00 m work plank which weighs 1.10x10^2 N and is secured with a hinge on the opposite end. Worker B
will stand on the plank 4.66 m from worker A. Worker B also brings up his paint can, mc=3.60 kg, which he places 0.355 m from where he is standing
on the plank (between the two workers). Worker A unfortunately needs to supply 483 N of force to hold the end of the plank. How much does worker B
weigh? The acceleration due to gravity is g=9.81 m/s2.
weight of worker WB= ? N](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb9839bae-0b92-4f08-83f3-91d9e38a94a3%2F567e6777-3dc9-4c1b-8b52-7b3e7a1df21d%2Fb2yp3sq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A young work crew is trying to quickly finish some touch-up painting to complete a job. Rather than setting up a secure work area, they decide to try a
shortcut. Worker A will hold the far end of a 8.00 m work plank which weighs 1.10x10^2 N and is secured with a hinge on the opposite end. Worker B
will stand on the plank 4.66 m from worker A. Worker B also brings up his paint can, mc=3.60 kg, which he places 0.355 m from where he is standing
on the plank (between the two workers). Worker A unfortunately needs to supply 483 N of force to hold the end of the plank. How much does worker B
weigh? The acceleration due to gravity is g=9.81 m/s2.
weight of worker WB= ? N
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