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The cable at the end of the crane boom exerts a force of Ib on the boom as shown. Express F as a Cartesian vector.

Determine the magnitude and coordinate direction angles of the force F acting on the stake. Determine the magnl'tude and d the coordinateIrectlOn angles of the resultant force.

### Hibbeler Engineering Mechanics Textbooks

The stock S mounted on the lathe is subjected to a force of 60 N, which is caused by the die D. Determine the coordinate direction angle f3 and express the force as a Cartesian vector.

Estatica hibbeler 10 edicion the magnitude and coordinate direction angles of the resultant force and sketch this vector on the coordinate system. Specify the coordinate direction angles of Fl and F2 and express each force as a Cartesian vector. The mast is subjected to the three forces shown.

The cables attached to the screw eye are subjected to the three forces shown. Express each force in Cartesian vector form and determine the magnitude and coordinate direction angles of the resultant force.

The beam is sUbjected to the two forces shown.

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Express each force in Cartesian vector fonn and determine the magnitude and coordinate direction estatica hibbeler 10 edicion of the resultant force. Detenrune hi direction angles of the resultant force and sketch t s vector on the coordinate system.

Determine the coordinate direction angles of the force F and indicate them on the figure. The bracket is subjected to the two forces shown.

Express each force in Cartesian vector form and then determine the resultant force FR' Find the magnitude and coordinate direction angles of the resultant force. The pole is subjected to the force F which has components F: A force F is applied at the top of the estatica hibbeler 10 edicion at A.

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Three forces act on the hook. Determine the estatica hibbeler 10 edicion direction angles of F and FR. Ulfit Vector of F. The bolt is subjected to the force F, which has components acting along the x, y, z axes as shown.

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Represent the position vector r acting from point A 3 m,5 m,6 m to point 8 5 m, -2 m. Determine its coordinate direction angles and find the distance between points A and 8.

A position vector extends from the ongm to point A 2 m, 3 m, 6 m. Determine the angles a, p, "y which the tail of the vector makes with the x, y, z estatica hibbeler 10 edicion, respectively.

This can be established from the coordinates of two points. This can be callblished from die coordinales of two points.