6-62 A frame is loaded and supported as shown in Fig. P6-62. Determine the reactions at supports A and E. -0.3 m- -0.3 m 800 N/m 400 N/m D. E 0.3 m B 60° 0.3 m 75°
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- A35-kg disk rests on an inclined surface for which µs = 0.2. The disk is connected to a beamby pin connection at A and the link is supported by pin at B. The vertical load P is applied onthe link AB at a location as shown in Figure 3 (b) Determine the support reactions at pin A and BA beam is loaded and supported as shown in Fig. P6-39. The beam has a uniform cross section and weighs 40 lb. The pulley at B weighs 50 lb. Determine the reaction at support A and the tension Tin the cable.In the figure, the radius of cylinder A is 4m, cylinder B is 6m and cylinder C is 5m. Neglecting friction, a) solve For the reaction between A and B, b) reaction between the wall and B c) reaction between the Floor and A. Given: Distance between 15 KN and 40 KN load is 8m.
- The ABC lever is supported at point A and connected to a short connection BD as shown in Fig.5-22a. If the weight of the members is insignificant, determine the force of the pin on the lever at A.The cord shown in the figure is wrapped around a frictionless pulley and supports a block with a mass of 100 kg. (A) Clearly show the needed free-body diagram. (B) Calculation for determining of the horizontal support reaction at the pin support at A, using the FBD of entire frame. (C) Calculation for the determination of the pin reaction at C, using the free-body diagram of pulley at C. (D) Calculation for the determination of the vertical reaction of the pin support at A, using the free body diagram of member ABC. (E) Calculation for the determination horizontal and vertical reactions of the pin support at B, using the free body diagram of member ABC.The cord shown in the figure is wrapped around a frictionless pulley and supports a block with a mass of 100 kg. Calculation for the determination of the vertical reaction of the pin support at A, using the free body diagram of member ABC. Calculation for the determination horizontal and vertical reactions of the pin support at B, using the free body diagram of member ABC.
- The boom AC in the figure rests in a ball and socket joint at A and is held in equilibrium by the cables BE and CD. The load applied at C. Determine the coordinates of D in the YZ plane so that the force in CD will be a minimum. Neglect the weight of the boom and cables. Answers: y = 16ft ; z = -34.7ft ( Please i need the solution)Include the Free body diagram ,and don't provide previously solved answers.determine the magnitude of the vertical reaction force at pin D also. only HANDWRITTEN answer needed ( NOT TYPED)