In the design of a control mechanism, it is determined that rod AB transmits a 260-N force P to the crank BC. Determine the x and y scalar components of P. P= 260 N A 12 B y 30°4 C

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Reduce the given loading system to a force-couple system at point A. Then determine the distance x to the right of point A at which the resultant of the three forces acts. A Answers: 8" V R= i M= 320 lb X= i Force-couple system at A. The force is positive if up, and the moment is positive if counterclockwise. Resultant i 15" 24" 600 lb 350 lb lb lb-in. in.

A load W with a magnitude of 100 lb is applied to the mechanism at C . Knowing that the spring is unstretched when θ= 15°, determine that value of θ corresponding to equilibrium and check that the equilibrium is stable.

A rod has a radius of 4m. Determine the smallest force F that must be applied along the rope in order to cause the curved rod to fail at the support A. This requires a moment of M=1400 N?m to be developed at A. 6 m B 45° 4 m F A 4 m 6 m