3-89 Chap 3 Equilibrium 3D Solved Problems Engineering Statics Meriam 7th Edition Engineers Academy

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Chapter 3 Equilibrium
Equilibrium #D solved Problems
Engineering Mechanics Statics by Meraim and Kraige
7th Edition
Equilibrium in two Dimensions
Equilibrium 3D Solved Problems

The uniform panel door weighs 60 lb and is prevented from opening by the strut C, which is a light two-force member whose upper end is secured under the door knob and whose lower end is attached to a rubber cup which does not slip on the floor. Of the door hinges A and B, only B can support force in the vertical z-direction. Calculate the compression C in the strut and the horizontal components of the forces supported by hinges A and B when a horizontal force lb is applied normal to the plane of the door as shown.

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[michaelpatriarca]

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[wadesammohamed]

To find a moment about AB we can use for Cartesian vector (rBQ×c).nAB=(r×p).nAB
right?? Or the (r) must be from the same point like (rBs)
s is the point where P acting?!

[wadesammohamed]

To find a moment about AB we can use for Cartesian vector (rBQxc).nAB=(rAsxp).nAB
Is this right??
or the (r) must take from the same point like (rBs) subs (rAs)
Its the same thing or not?