The diagram below shows a person standing on a plank that pivots on a log. The person intends to cross the stream. 3.0 m plank |load 0.5m |log ground ground stream (a) The plank has a mass of 25 kg and is 3.0 m long with a uniform cross-section. The log pivot is 0.50 m from the end of the plank. The student has a mass of 65 kg and stands at the end of the plank. A load is placed on the far end in order to balance the plank horizontally. Draw on the diagram the forces that act on the plank. (b) By taking moments about the log pivot, calculate the load, in N, needed on the right-hand end of the plank in order to balance the plank horizontally. (c) Explain why the load will eventually touch the ground as the student walks towards the log.

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Chapter1: Units, Trigonometry. And Vectors
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The diagram below shows a person standing on a plank that pivots on
a log. The person intends to cross the stream.
3.0 m
plank
|load
0.5 m
log
ground
ground
stream
(a)
cross-section. The log pivot is 0.50 m from the end of the plank.
The student has a mass of 65 kg and stands at the end of the
plank. A load is placed on the far end in order to balance the
plank horizontally.
The plank has a mass of 25 kg and is 3.0 m long with a uniform
Draw on the diagram the forces that act on the plank.
(b)
By taking moments about the log pivot, calculate the load, in N,
needed on the right-hand end of the plank in order to balance the
plank horizontally.
(c)
Explain why the load will eventually touch the ground as the
student walks towards the log.
Transcribed Image Text:The diagram below shows a person standing on a plank that pivots on a log. The person intends to cross the stream. 3.0 m plank |load 0.5 m log ground ground stream (a) cross-section. The log pivot is 0.50 m from the end of the plank. The student has a mass of 65 kg and stands at the end of the plank. A load is placed on the far end in order to balance the plank horizontally. The plank has a mass of 25 kg and is 3.0 m long with a uniform Draw on the diagram the forces that act on the plank. (b) By taking moments about the log pivot, calculate the load, in N, needed on the right-hand end of the plank in order to balance the plank horizontally. (c) Explain why the load will eventually touch the ground as the student walks towards the log.
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