Refer to the diagram. Determine the Load 1 and the location of its controid from B. 2.    Determine the moment about B due to Load 1, = __ mKN. 3.    Determine the Load 2 and its location from B. 4.    Determine the moment about B due to Load 2, = __ mkN. 5.    Determine the reaction force at D, = __kN and direction. 6.    Determine the reaction force at B, = __kN and direction.

The horizontal force F = -Fi acting on the handle of the wrench produces a component of the moment along the OA axis (z axis) of the pipe assembly of M, = {4.4 k}N•m. Both the wrench and the pipe assembly, OABC, lie in the y-z plane. Suggestion: Use a scalar analysis. y-z (Figure 1) Part A Determine the magnitude of the force F. Express your answer to three significant figures and include the appropriate units. HA F = Value Units Figure < 1 of 1 Submit Request Answer Provide Feedback 0.8 m 0.2 m 135 0.6 m

Using the principles to be developed in Chapter 3 on equilibrium, one can determine that the tension in cable AB is 289.8 N. Determine the moment about the x-axis of this tension force acting on point A. Compare your result with the moment of the weight W of the 25- kg uniform plate about the x-axis. What is the moment of the tension force acting at A about the line OB? 0.38 m Mx = Answers: 0.57 m i -74.047 (Mx)w= MOB -63.853 0 A 0.51 m W 25 kg 23⁰ 0.92 m N-m N-m N•m