sidering the figure shown below, find below; determine the resultant couple moment of the two les that act at the assembly. ompare scalar and vector quantities with 3 examples each xplain parallel axis theorem
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- draw a free body diagram of a 90 degree leg raise with moment equations due to the forces applied to the center of mass of the leg. draw a free body diagram of the picture below and provide moment equations. Please type answer note write by hend.In the given figure below was supported at A and E by with a ball and socket and a wire at D connected to F. Determine the following given that force is equal to 687.4N: Determine the X-component of Vector DF Determine the Y-component of vector Df Determine the z- component of Vector Df Determine the moment experienced by the system assuming that there is no wire support. determine the x-component of the moment experienced by the system assuming there is no wire support Determine the y component of the moment experienced by the system assuming that there is no wire support Determine the z component of the moment experienced by the system assuming that there is no wire support determine the tension experienced by wire Df Determine the x component of the tension experienced by wire DF determine the y component of the tension experienced by wire DF Determine the z component of the tension experienced by wire DF Xb: 171. 995 xC : 477.445 Ya:200.266 ZE : 150.166 Zf : 492.252The figure below shows a small gate attached to two couplers. The door needs a resultant moment of 178 N-m counterclockwise to be able to open when rotated around pivot A. The purpose of this problem is to calculate the force F2 needed for the door to open with the specified moment. The magnitude of the force F1 is equal to 480 N (Note that due to the distances provided, it is not necessary to use the principle of moments for couples and not all dimensions will be needed). What is the magnitude of the force F2 necessary for the gate to open? This will be the answer that will be offered in the numerical entry of this question.
- A force (FCD = 4.49 kN) is applied to a utility pole as shown.a) Write an algebraic expression with appropriate subscripts for the moment about the line passing through OF. What alternate moment arms could be used?b) Create a 3x3 determinant for the moment about line OF and solve. What does the sign of your answer indicate?c) Find the shortest distance between line OF and the line of action of the force.d) Find the 3D angle between OF and CD.simplified model as shown in figure below of a planar robotic arm. You may assume that each segment has length 1.5 m, and the applied force is 250 N. θ1 = 35 degree and θ2 = θ3 = 20 degree. Calculate the moment that the force, F, exerts about the point A. *Refer to FIGURE 2, state your assumption and show your calculation clearly. Show your FBD a. To raise the lamp post from the position shown, force F is applied to the cable. If F = 200 lb, determine the moment produced by F at point. b. To raise the lamp post from the position shown, force F on the cable must create counter clockwise moment of 1500 lb.ft about point A. Determine the magnitude of F that must be applied to the cable. c. In your opinion, what will happen to to the lamp if the moment created is larger that 1500 lb.ft?
- The resultant couple moment for all the forces shown in the figure below is?Solve for the resultant forces and moments at points A and B in diagram belowIn the given figure below, a tube was supported at A and E with a ball and socket and a wire at D connected to F. Determine the following give that Force F is equal to 690.86 N. Note: Express your answer in terms of the units. Observe 3 decimal places. 1.) Determine x-component of vector DF. 2.) Determine the y-component of Vector DF 3.) Determine the z-component of Vector DF. 4.) Determine the moment experienced by the system assuming that there is no wire support.
- I need help with finding the moment for the problem if the axis is moved to point B (as the center) and point C (as the center) just like the Free body diagram in the picture. Any help would be appreciated :)If force F= 30i+20j-10k (lb) (a)What is the moment of F about the y-axis? (b) Suppose that you keep the magnitude of F fixed, but you change its direction so as to make the moment of F about the y-axis as large as possible. What is the magnitude of the resulting moment?The rectangular framework is subjected to the following non-concurrent system of forces: a 30lb- force below the origin, a 20 lb-force,3ft above the origin and making an angle of30°N of E, a 100lb-force with a horizontal distance of 3ft and a vertical distance of 4ftfrom the origin and making an angle of 45°NW , a 60lb -force with the same distance like the previous force but along the positive x-axis, and a 100lb- force 4ft tothe right of the origin and making an angle of 60° S of W . Determine the magnitude and direction of the resultant, as well as its moment arm relative to the origin.