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- The frame shown is subjected to a horizontal force F = {300j} N. Determine the magnitudes of the components of this force parallel and perpendicular to member AB.Determine the magnitude of the gripping forces produced when two 300-N forces are applied as shown.Member BC exerts on member AC a force P directed along line BC. Knowing that P must have a 325-N horizontal component, determine (a) the magnitude of the force P, (b) its vertical component.
- Member BC exerts on member AC a force P directed along line BC . Knowing that P must have a 325-N horizontal component, determine (a) the magnitude of the force P,(b) its vertical component.The hydraulic cylinder BD exerts on member ABC a force P directed along line BD. Knowing that P must have a 750-N component perpendicular to member ABC , determine (a) the magnitude of the force P, (b) its component parallel to ABC.The guy wire BD exerts on the telephone pole AC a force P directed along BD. Knowing that P must have a 720-N component perpendicular to the pole AC , determine (a) the magnitude of the force P, (b) its component along line AC.
- The angle between spring AC and the post DA is 30°. Knowing that the tension in the spring is 40 lb, determine (a) the x, y and z components of the force exerted on the circular plate at C, (b) the angles θx, θy, and θz defining the direction of the force at C.Determine the magnitude and sense of the forces in members A and BA 600-lb horizontal force is applied to pin A of the frame shown. Determine the forces acting on the two vertical members of the frame.
- A machine component is subjected to the forces and couples shown. The component is to be held in place by a single bolt that can resist a force but not a coupe. Determine the distance of the bolt hole from point G if it is to be located on line FG.Determine the components of all forces acting on member ABCD when θ=0.A die is being used to cut threads on a rod. If 18-Ib forces are applied as shown, determine the magnitude F of the equal forces exerted on the 1.000-in. rod by each of the four cutting surfaces so that their external effect on the rod is equivalent to that of the two 18-Ib forces.