Solution Found!
Answer: A force of F = {6i - 2j + 1k} kN produces a moment
Chapter 4, Problem 4-45(choose chapter or problem)
A force of \(F = \{6i - 2j + 1k\}\ kN\) produces a moment of \(M_O = \{4i + 5j - 14k\}\ kN \cdot m\) about the origin, point O. If the force acts at a point having an x coordinate of x = 1 m, determine the y and z coordinates. Note: The figure shows F and \(M_O\) in an arbitrary position.
Questions & Answers
QUESTION:
A force of \(F = \{6i - 2j + 1k\}\ kN\) produces a moment of \(M_O = \{4i + 5j - 14k\}\ kN \cdot m\) about the origin, point O. If the force acts at a point having an x coordinate of x = 1 m, determine the y and z coordinates. Note: The figure shows F and \(M_O\) in an arbitrary position.
ANSWER:
Step 1 of 3
This problem uses the formula for a moment to solve for y and z coordinates. The formula for a moment is as follows.