As shown, a server at a restaurant is carrying a tray that has a glass of water resting on it. (Figure 3) The glass and tray exert a force with magnitude F = 28.5 N on the server's hand. If l = 0.390 m, l2 = 0.290 m, l = 0.130 m, aj = 155 °, and az = 120 °, what is the moment of force about the shoulder joint at point A? Assume that moments acting in the counterclockwise direction about point A are positive whereas moments acting in the clockwise direction are negative.
As shown, a server at a restaurant is carrying a tray that has a glass of water resting on it. (Figure 3) The glass and tray exert a force with magnitude F = 28.5 N on the server's hand. If l = 0.390 m, l2 = 0.290 m, l = 0.130 m, aj = 155 °, and az = 120 °, what is the moment of force about the shoulder joint at point A? Assume that moments acting in the counterclockwise direction about point A are positive whereas moments acting in the clockwise direction are negative.
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Part c

Transcribed Image Text:I Review
Express your answer numerically in Newton-meters to three significant figures.
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Learning Goal:
To understand the concept of moment of a force and how to
calculate it using a scalar formulation.
MR. = -4.54 N •m
The magnitude of the moment of a force with a magnitude F
around a point O is defined as follows:
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Mo = Fd
where d is the force's moment arm. The moment arm is the
v Correct
perpendicular distance from the axis at point O to the force's
line of action.
Part C
As shown, a server at a restaurant is carrying a tray that has a glass of water resting on it. (Figure 3) The glass and tray exert a force with
magnitude F = 28.5 N on the server's hand. If l = 0.390 m, l2 = 0.290 m, l = 0.130 m , aj = 155°, and a2 = 120 °, what is the moment of
force about the shoulder joint at point A? Assume that moments acting in the counterclockwise direction about point A are positive whereas
moments acting in the clockwise direction are negative.
Figure
3 of 3
Express your answer numerically in Newton-meters to three significant figures.
• View Available Hint(s)
Val AE¢ 1 vec
?
M =
N. m
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