What is the magnitude of the projected component of force F ac on the z axis?
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What is the magnitude of the projected component of force F ac on the z axis?
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- Identify the equations that go with these concepts: Conservation of Energy (for conservative forces) b. Work-Energy Principle C. Force of gravity for an object near the surface of the Earth Force of gravity for an object far from the surface of the Earth d. T1+ V1 = T2+ V2 T1 + U1->2= T2 F = mg F= (GMm)/r^211. A cantilever beam is subjected to three vertical forces and a moment as shown in Figure 11. Reduce this system of three forces and a moment to a single force and specify the distance from the end A of the beam that this force should act. ㅏㅏ 2m BOO N 3m 500 N 5m 400 N Show Transcribed Text 1200 Nm b. Determine the resultant and the point of application of the four forces acting on the horizontal hinged rod shown in Figure 12.B. 2 m Fg = 600 N 3.5 m 0.5 m Fc= 450 N 1.5 m 1 m 0.5 m 1.5 m
- QUESTION 1 Fig. 1. shows a system of forces F₁, F2 and F3 in 3D acting on an idealized particle. b) Express the Resultant Force F in cartesian vector form and determine the direction angles (a‚ß,y). c) Determine the magnitude of the rectangular component of F₁ along the line of action of F₂ d) The angle between F₁ and F₂The pipe assembly of the figure is supported by a fixed support at point A. A couple-moment and a force are applied at points B and C, respectively. In Cartesian coordinates, the applied couple-moment is MB = -150 k N-m, and the applied force is Fc = + 200ĵ Newtons. You may neglect the weight of the pipe assembly. 1. Draw a FBD which is suitable for solution of this problem, when seeking the unknown force and moment reactions at the fixed support, Point A. You may use the existing drawing given below. Your FBD must clearly/correctly show the force and moment reaction vectors. Use double arrowheads to distinguish moment vectors from force vectors. 2. Calculate F°MA, which is the moment generated at A due to the force applied at Point C. 3. Write the equations of equilibrium and solve to find the reactions at Point A. Specifically, find the force-reaction vector, A and the moment-reaction vector, *MA-Problem 3 Compute the moment about point D.
- Q/ The force in the member (CA) is 12 m 50 kg 490.50 N 500.44 N 200.12 N 2550 N 5m FotFor the shown figure, find the height (h)? Air 1.5 bar oil 0.8 4.5 m L S.G= 13.6 C Air water 3.2 bar 2.1 m3 kg 2 kg 7m A 4m4 15m 1m 5 m Find the magnitude of force (F) 4m 1.4 m F = ? 15 N 10 N 50 N Find the length (x) -3m- Pivot Find the magnitude of force (F₂) 15 N xm 8m. 2N 3N