Calculate the magnitude of the moment of the two parallel forces shown in Figure 3.27. (a) Use point. O as the moment center. (b) Use point A as the moment center. 2-0 F= 100 lb FBD & handwritten F= 100 lb d=4-0 3-0
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- Situation 1- For the forces shown in the Figure AP-4.1: 1. Determine the X-component of P= 300 N A the resultant force in Newtons. Answer: 185.12 N 2. Determine the Y-component of the resultant force in Newtons. Answer: 117.37 N 3. Determine the moment about point O due to forces, in N-m. Answer: 107.87 N-m 0.2 m BI R= 100 N Q = 150 N 0.2 m Figure AP-4.1Ql: Calculate the magnitude of the moment about the base point O as shown in the Figure of the 750 N force applied, using three different ways. Am 35° 750NCan you please solve this problem?
- Pls show your complete solutionA memiber is loaded with the given systerm of forces as shown in figure Find the moment about A &R Where A - AD - 0m, e65 N F-ON, F-4N, F-N -30, 0- 30, 0-45° a-0 CEnter only the values in the boxes by referring the unit given in brackets Also upload your hand written answers in the link provided) F2 B. The Moment about 'A in Nm) - The Moment about '8 (in Nm) =For the block shown in the figure below, the 50 lb. force is passing through points JI, the 30 Ib. force is passing through points EB, and the force 20 lb. is passing through point C. Determine the resultant moment of three forces in Figure about the x-axis, the y-axis, and the z-axis. 20 lb 30 lb Y G 50 Ib H 3 in 3 in
- Find the moment about A, B, & C, where AB = AD = 19 m, F₁= 3 N, F₂ = 7 N, F3 = 11 N & F4 = 19 N. Each force is acting at the mid-point of each side. --(3 Marks) F4 F₁ F3 B F2 (NOTE: ENTER ONLY THE VALUES BY REFERRING TO THE UNITS GIVEN IN THE BRACKET) The moment of force about "A" (in Nm) = The moment of force about "B" (in Nm) = The moment of force about "C" (in Nm) =4. A Flange has point O as its origin (0,0,0). Calculate the moment about point O of the force vector F1 = -60 i +40 j+20 k lb which has it's point of application located at r1=0i+5j+0kft from point O. Use the cross product rule M=rxF. Calculate the moment of the force vector F2 = 80 i +40 j-30k lb which has it's point of application at r2=4i+5j-2k ft from point O. Add these two moment vectors to find the resultant moment they create about flange's origin O. Answer in vector form. Now determine the value of this resultant moment about the x axis using the dot product rule.Please Asap