The moment of the force F about the X axis is 960 N.m. If H is the midpoint, calculate in N.m the magnitude of the moment of the force F about the axis EH.

Determine the x-y and n-t components of the 19-kip force Facting on the simply-supported beam. F = 19 kips L. Vs 30% 14' B -n 21' 19°

150 mm 100 mg 200 mm PROBLEM 3.54 A single force P acts at C in a direction perpendicular to the handle BC of the crank shown. Determine the moment M, of P about the x-axis when 8 = 65°, knowing that M, = -15 N - m and M₂ = -36 N - m. Mx = 23.0 N-m

An experimental device imparts a force of magnitude F = 36 Ib to the front edge of the rim at A to simulate the effect of a slam dunk. Compute the moment of the force F about point O and about point B. The moments are positive if counterclockwise, negative if clockwise. Finally, locate a point C from the base at O to the location on the ground where the force imparts zero moment. The distance d from point O to point Cis positive if C is to the right of O, and negative if to the left. E 36" 28" F 17 12" 10' Answers: Mo -34,655 Ib-ft MB = -94.28 Ib-ft d = 7.33 ft

Determine the magnitude of moment at point A. Use Vector Method.

Beam AC is in equilibrium with loading 100 N at B shown in the figure when β = 45. Determine the unknown forces Ax and Ay at A in x and y direction and Rc perpendicular to the beam AC in y’ direction at C by using the equilibrium equations: ∑ ???= 0 ; ∑ ??y= 0; and ∑ ???= 0 where o is an arbitrary point. (you have three equations to solve three unknowns)

If the vertical component of the force F applied to the ring is 10 lb, determine the magnitude F and also the horizontal component. F 300

Please correct solution and solve all parts

AND 306 mm 240 mm 240 mm 46.6 mm PROBLEM 3.9 The tailgate of a car is supported by the hydraulic lift BC. If the lift exerts a 125-N force directed along its center line on the ball and socket at B, determine the moment of the force about A.

200 mm | A 240 mm | 240 mm 150mm Two supports AB and CD are attached to a link BDE which has a mass of 5-kg. At the moment depicted in the figure, support AB has wAR = 6 rad/s clockwise and aAR = 0 rad/s. At that same instant, support CD has acp = 0 rad/s? Find the horizontal component of the reaction a) at D, and b) at B. The moment of inertia for the supports and the link about their mass centers is given by the formula I = ml?.