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- Resolve the force F2 into components acting along the u and v axes and determine the magnitudes of the components.1. The resultant of the two forces has a magnitude of 650 lb. Determine the direction of the resultant and the magnitude of P. (Ans: θ = 71.8o below the +x-axis; P = 235 lb) 2. The two forces shown act on the member AB. Determine the magnitude of P such that the resultant of these forces is directed along AB.Determine the magnitude of the y-component of force P (N) if P=104.4 N, Q = 64.4 N , θ= 58.6° and α = 40.97°. Round off only on the final answer expressed in 3 decimal places. Instead of units, indicate the direction of the y-component.
- The pelvis P is connected to the femur F at A using three different muscles, which exert the forces shown on the femur. Determine the resultant force and specify its orientation θ, measured counterclockwise from the positive x axis.The ring shown in the figure is subjected to forces F1 and F2. If it is required that the resultant force has a magnitude of 1KN and be directed vertically downward, with θ = 30°. Determine: a. The magnitude of F1.b. The magnitude of f2.The resultant of the three forces is the force R= -170jkN acting through point B. Determine P1, P2, and P3.
- A cook holds a 1.80-kg carton of milk at arm's length. What force FB must be exerted by the biceps muscle? An arm is extending horizontally to the left with a cutout that shows muscles in the upper arm. A carton of milk is in the hand, and an arrow labeled vector Fg points directly downward. A point on the person's forearm lies a horizontal distance of 25.0 cm to the right of the milk and a horizontal distance of 8.00 cm to the left of the elbow. An arrow labeled vector FB points from this point up and to the right at an angle of 75.0° from the vertical.The magnitudes of two of the forces are F1 = 9 kN and F2 = 9 kN 1) I need to calculate the horizontal component of the resultant force due to F1 and F2. F rx= 2) I need to know, what is the required magnitude for F3? F 3= 3) Also calculate the vertical component of the resultant force. F ry = 4) The magnitude of the resultant force. F r= 5) Calculate the direction of the resultant force. Give the angle θ between the force and the positive x-axis. I hope someone can tell me the results and how I solved them. Thank youThree concurrent forces have magnitudes of 40, 60, and 50 N, respectively. Determine the smallest angle among them that will produce a state of equilibrium. a. 44.1o b. 4.14o c. 14.4o d. 41.4o
- The following forces are acting on a particle: 500 N due east; 300 N 30o E of S; Z Newton 60o West and X Newton 40o S of W. If the particle is in equilibrium, solve for Z and X.Two forces, F1 and F2, act at a point. F1 has a magnitude of 8.60 N and is directed at an angle of 55.0∘ above the negative x-axis in the second quadrant. F2 has a magnitude of 5.60 N and is directed at an angle of 52.1∘ below the negative x-axis in the third quadrant. a. what are the x and y components of the resultant force? b. What is the magnitude of the resultant force?Answer only direction of the force (N, E, W, S, etc.) or provide diagram with x, y, z axis.