# Determine the x. y. and z components of the moment of this force about point b.

I obtained 0,300,375 but that’s
Ideas and explanation
Substitutefor as well as for .

ixi=0 ixj=k ixk=-j jxj=0) jxi=-k jxk=i kxk=0 kxi=j kxj=-i
Determine when of force F about point B.

Response

Procedure to create place vector of point, with regards to beginning is really as follows:

(0.5i +0.73 -0.3k)m
wrong. can anyone please assist. Many Thanks. The pipeline set up is afflicted by the force of F = {650 j + 750j -600 k} N. (Figure 1) Determine the x, y, and z the different parts of when with this force about point B. Express your responses utilizing three significant numbers divided by commas.
a human anatomy is in balance if vector amount of most of the forces is add up to zero or minute of all of the force vectors about any point is add up to zero.

Have the cross item associated with the place vector BC and force vector, could be the minute force about point B.

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Fundamental equations the calculation of interior forces are the following:
XB, YB, and zB
roa =(xi+yaj+zyk)
Basics

B=(XB, YB,28 )
Procedure to create place vector of point, with regards to point is really as follows:

(0.7j-0.3k) m
Utilize vector notation of place vector and force. The cross item of and distance vector and also this force vector provides minute in Cartesian vector type.
Step one of 2

roc = roc – POB
General indication convection for minute: when is recognized as good in counter-clockwise way and negative in clockwise way.
Mo =Pol*F
Right here, coordinates of point A along x, y, and z axis are correspondingly and product vectors along x, y, and z axis are correspondingly.
Replacement for as well as for .

Right here, coordinates of point B along x, y, and z axis are correspondingly
Minute about a place may be determined in 2 methods.
General guidance

2nd method:
Determine when of force utilizing the cross item.

Equation for calculation of minute about point O due force used at point B.

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General indication convection for axis: Distance across the axis is good and other to your axis is negative.

A = (x^, YA,21)
Step by step

Second of a force about a place is provided by cross item of place vector of any point at risk of action of force through the point about which minute must be determined and force vector.
(-195,-195,-455)N.m