3. A 60 pound force is attached to the 90° weightless bar ABCD at point B as shown below. The bar is attached to the z axis at A and to the x-y plane at D by ball & socket joints. A cable EC attaches the bar to the y axis as shown. Determine the tension in cable EC. You might want to project something. Note that the ABC part of the bar lies in the x-z plane; that is, it is parallel to the x-axis. Hint: The answer is an integer between 10 and 50. y E

Q: F2 = 40 N %3D 4 m F= 70 N %3D 2 m 3 m B. 3m 2 m 3 m

A:

Q: Determine the components of the force of reaction at point A. Assume that the positive x and y axes…

A: Given Data:   To Find: (a) Components of forces at A. (b) Moment of reaction at A.

Q: The cable is attached to the boom at A and to point B as shown in (Figure 1) so that x = 60 ft, y =…

A:

Q: I want the methode of counting this two drawing L, and J1 and J2 veryy urgent

A: Full joints are the revolute joint and half joints are the sliding pair.

Q: The x component of the cross product of the vector from C to D times the force F. (Use the format…

A: Solution:-Given dataA≡0,2,0B≡4,4,4C≡0,0,4D≡4,0,0F=105 N

Q: Solve for A and B. P=400 lbs. 0=30° P 45° B www Drawing not to scale. Use given angles. Magnitude of…

A:

Q: Phi = 40 degrees Theta = 35 degrees F1 = 425 Newtons Alpha = 60 degrees Beta = 45 degrees F2 = 625…

A: Given,  ϕ=40°θ=35°F1=425Nα=60°β=45°F2=625N

Q: image below, the force acting he box is F = (C · s²) Determine the work done by force F to the box…

A: Given       Force, F = C. S2  Distance, s = 1.7 Constant, C = 6 Find    Work done, W

Q: Q1. The force acting on the gear tooth is F = 20 N. Resolve this force into two components acting…

A:

Q: The x component of the force F acting on point A is? (include units with answer) A. The y component…

A: From above diag coordinates areA15,0,0   B0,9,4  C0,-10,12Force F=75lb

Q: Determine the magnitude (N) of the force in member BC if F=318N, a=0.6m, b=1.47m, r=1.32m and…

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Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.