The 6.4-kN force F is applied at point A. (a) Compute the moment of F about point O, expressing it both as a scalar (positive if CCW, negative if CW) and as a vector quantity. (b) Determine the coordinates of the points on the x- and y-axes about which the moment of F is zero. Assume XA = 0.8 m, yд = 1.2 m, a = 7, b = 11. y, m I 1 A (x, y) F b a -x, m

The 6.4-kN force F is applied at point A. (a) Compute the moment of F about point O, expressing it both as a scalar (positive if CCW, negative if CW) and as a vector quantity. (b) Determine the coordinates of the points on the x- and y-axes about which the moment of F is zero. Assume XA = 0.8 m, yд = 1.2 m, a = 7, b = 11. y, m I 1 A (x, y) F b a -x, m

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Find the moment about point A caused by the 380 N force attached at point B on the crane. free body diagram is not required for this problem. Write your answer in cartesian vector notation. 18 m 380 N 10 m 3 m x 2 m/ 22 m
Example: Determine the resultant moment of the forces shown in (Figure 1) about point A? F₁ = 250 N 30° A -2 m- -3 m- Figure 1 B F₂ = 300 N 60° 4 m 10 3 F3 = 500 N
Please solve correctly and clean
Answer it correctly please. I will rate and review accordingly.
A. Determine the moment of F about the x-axis B.Determine the moment of F about the y-axis C.Dstermine the moment of F about the x-axis
x-component of its moment about o is
please make it clear and box the answer
Find the x-component the resultant of two forces: A= 150N, acting 30 degrees to left of the y-axis, and B=100N, acting 40 degrees below the x-axis.
F-80N 30 60 300 mm 500 mm A force of 80 N is applied using L-type spanner to tighten a bolt, as shown. The force is applied at A in a projection of 30 in the XY-plane. find the moment about point B for the force applied
i need the answer quickly
What is the solution of this problem?
through employing vector analysis,r & F are to be represented as cartesian vectors. Find the vector moment that is foermed by the force of F on the point of B. Express the magnitude of the moment as well.