Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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Given the geometry in the figure.
F1 = 5 kN, F2 = 10 KN
What is the moment about A caused by the F1 = 5 kN force? (magnitude and direction)
What is the moment about A caused by the F2 = 10 kN force? (magnitude and direction)
What is the resultant moment about A caused by F1 and F2? (magnitude and direction)
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- Hi can someone explain how I got this wrong and give the right answer pleasearrow_forwardForce B is parallel the xy-plane. Force D is parallel to the yz-planeWhat is the moment of Force D about the x-axis and what is the moment of Force B about the z-axis?What is the equivalent resultant force vector at Point A?What is the equivalent resultant moment vector at Point A?arrow_forwardaring ons If F = 8 kN and FB = 5 kN, find the resultant force, find the components of the moment about point o, represent the force system by a single resultant force, and specify its location on the z-y plane (Figure 1). 1 of 1 Figure 150 mm. 100 mm 6 kN 650 mm X FB 750 mm 600 mm F₁ 8 kN 700 mm 150 mm 100 mm >arrow_forward
- 1. Determine the sum of moments about point A of a parallel force system as shown in figure 2. NOTE: 1. take counterclockwise moment as (+) moment; 2. choose the nearest value/option. 2. What is the magnitude and direction of the resultant force in figure 2?arrow_forwardCalculate moment around point O. As for the force magnitude F1 and F2, F1 = 183 N and F2 = 235 Narrow_forwardDetermine the magnitude of the force F in Newton to be applied to the wrench (as shown in the Figure), if a moment of 46.4 [N - m] clockwise is to be produced at the center of the bolt. d1 = 37 mm d2 = 200 mmarrow_forward
- Determine the moment that is generated at point O for each force that appears on the bar in the following figure. y 0 d₁ F₁ d₁ dz 0 F₂ the total moment generated at the point O = F₁ = 55 N F₂ = 74 N F3 = 22 N F4 = 45 N d₁ = 2 m d₂ d2 = 4 m F4 0 = 31° - Nm X F3arrow_forwardFind the moment about point A. Write the moment in a Cartesian form to get full points. Note that the positive axis z points upward and is perpendicular to the x-y plane. 300 N 300 mm 100 N 300 mm 100 N 300 N 200 mmarrow_forward
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