Answer: If the direction of the resultant force acting on

Chapter 2, Problem 2-83

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QUESTION:

If the direction of the resultant force acting on the eyebolt is defined by the unit vector \(u_{F_R} = cos\ 30^{\circ} j +sin\ 30^{\circ} k\), determine the coordinate direction angles of \(F_3\) and the magnitude of \(F_R\).

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QUESTION:

If the direction of the resultant force acting on the eyebolt is defined by the unit vector \(u_{F_R} = cos\ 30^{\circ} j +sin\ 30^{\circ} k\), determine the coordinate direction angles of \(F_3\) and the magnitude of \(F_R\).

ANSWER:

Step 1 of 6

Forces ,  and  are calculated in vector form. Resultant force  is the sum of all forces:

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