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0:01:31
*4–48. Force F acts perpendicular to the inclined plane.Determine the moment #statics
0:01:41
4–47. A force F having a magnitude of F = 100 N acts along the diagonal #statics
0:01:21
4–46. The force F = {6i + 8j + 10k} N creates a momentabout point O #statics
0:01:11
4–45. A force of F = {6i - 2j + 1k} kN produces a moment of MO #statics
0:01:11
*4–44. The pipe assembly is subjected to the 80-N force #statics
0:01:11
4–43. The pipe assembly is subjected to the 80-N force #statics
0:01:21
4–42. A 20-N horizontal force is applied perpendicular to the handle #statics
0:01:31
4–41. Determine the smallest force F that must be applied #statics
0:01:21
*4–40. The curved rod has a radius of 5 ft. If a force of60 lb #statics
0:01:21
4–39. Determine the moment of the force F about the door hinge #statics
0:01:21
4–38. Determine the moment of the force F about thedoor hinge #statics
0:01:01
4–37. Determine the moment of force F about point O. #statics
0:01:11
*4–36. Determine the coordinate direction angles a, b, g of force #statics
0:01:11
4–35. Determine the smallest force F that must be applied #statics
0:01:11
4–34. Determine the moment of the force of F = 600 N about point #statics
0:01:01
4–33. The pipe assembly is subjected to the force of F #statics
0:01:01
*4–32. The pipe assembly is subjected to the force of F = {600i + 800j- 500k} N #statics
0:01:01
4–25. If the 1500-lb boom AB, the 200-lb cage BCD, and the 175-lb #statics
0:00:51
4–27. Determine the moment of the force F about point O. #statics
0:01:11
4–31. Determine the moment of the force F about point P. #statics
0:01:01
4–30. The force F = {400i - 100j - 700k} lb acts at the end #statics
0:01:01
4–29. The force F = {400i - 100j - 700k} lb acts at theend of the beam. #statics
0:00:51
*4–28. Determine the moment of the force F about point P #statics
0:01:01
4–26. If the 1500-lb boom AB, the 200-lb cage BCD, and the 175-lb #statics
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