Moment of a Force-Vector Formulation (Setup and Solve)
Part A
Learning Goal:
To calculate the moment of a force about a point in three
dimensions.
A force \(F\) acts along a line from point A to point B, as shown in
(Figure 1), with \(dx_1 = 7\) m, \(dy_1 = 7\) m, \(dx_2 = 7\) m, \(dy_2 = 3\) m
and \(dz_2 = 8\) m. The magnitude of the force is \(F = 120\) N
Identify the components of the position vector from O to A.
Express your answers in meters, separated with commas.
\(r_x, r_y, r_z = 7.00, -7.00, 0\) m, m, m
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Correct
Part B
Identify the components of the vector from A to B.
Express your answers in meters, separated with commas.
\(AB_x, AB_y, AB_z =\)
m, m, m
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