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Download at:Determine graphically theUsing the triangle rule and the law of sines:Knowing that theUsing the triangle rule and the law of sines:Knowing that theUsing the triangle rule and the law of sines:AB is 3 kN, determine by trigonometry the tensionUsing the law of cosines: TACKnowing that theUsing the triangle rule and law of sines:Using the triangle rule and the law of sines:Determine by trigonometry (a) the magnitude andThe smallest force P will be perpendicular to R.R of the two forces applied to the support is horizontal, (b) theThe smallest force P will be perpendicular to R.Using the law of sines:Determine graphically thePROBLEM 2.4 Two structural members B and C are bolted to bracketUsing the force triangle and the laws of cosines and sines. Then R2. AndPROBLEM 2.5 A stake is being pulled out of the ground by means of twoUsing the laws of cosines and sines:We have. ThenUsing the force triangle and the laws of cosines and sines. We have. ThenCompute the following distances:Compute the following distances:Knowing that P must have a 600-NPxPxPyP, (b) its component parallel to ABC.BD. Knowing that P must have a 720-N component perpendicular to the pole. AC, determine (a) the magnitude of the force P, (b) its component along linePROBLEM 2.21 Determine the x and y components of each of theComponents of the forces were determined in Problem 2.21. Force x Comp. (lb) y Comp. (lb)Ry. RxPROBLEM 2.23 Determine the x and y components of each of theComponents of the forces were determined in Problem 2.23. Force x Comp. (N) y Comp. (N)RxPROBLEM 2.24 Determine the x and y components of each ofForce x Comp. (lb) y Comp. (lb)Ry. RxPROBLEM 2.22 Determine the x and y components of each of theComponents of the forces were determined in Problem 2.22. Force x Comp. (N) y Comp. (N)Ry. RxForce x Comp. (N) y Comp. (N)RxDetermine force components:Further:ThenBC, (b) the corresponding magnitude of the resultant. Using the x and y axes shown:ThenDetermine the tension (a) in cable AC, (b) in cable BC. Free-Body Diagram Force Triangle. Law of sines:Free-Body Diagram Force Triangle. Law of sines:Determine the tension (a) in cable AC, (b) in cable BC.Free-Body Diagram. Law of sines:Force Triangle. Law of sines:Determine theFree-Body Diagram Force Triangle. Law of sines:Free-Body DiagramResolving the forces into x- and y-directions. Free-Body Diagram. In the y-direction (one unknown force). In the x-direction. Thus,Resolving the forces into x- and y-directions. In the x-direction (one unknown force):Free-Body Diagram of ConnectionFree-Body Diagram of ConnectionFree-Body DiagramFree-Body DiagramIn each case determine the tension in each cable. Free-Body Diagram Force TriangleDetermine (a) the maximum force P that can be applied at C,Free-Body Diagram Force TriangleFree-Body Diagram Force Triangle. To be smallest, TBCDetermine theRequirement:Free-Body Diagram. Isosceles Force TriangleLaw of sines:Total length:Determine theDetermine theFree Body: Collar A Force TriangleThe directions of the two 150-NCombine the two 150-N forces into a resultant force Q. Equivalent loading at A. Using the law of cosines:Determine the magnitude and direction of the force P that must be exerted onThis can be proved by the methods of. Ch. 4.). Free-Body Diagram: Pulley AFree-Body Diagram of PulleyPROBLEM 2.67 A 600-lb crate is supportedHence:Hence:FxFxFxFxFyB, (b) the angles ?x, ?y, and ?z defining the direction of theFxFxDetermine (a) the x, y, and z components of the force exerted by theFx 1861 lbF 3900 lbFzF 3900 lbFxFzFxFxKnowing thatPROBLEM 2.85 A frame ABC is supported in part byKnowing that the tension in the cable is 385 N, determineCable AB:Cable AB:Knowing that the tension in cable AB is 408 N, determineWe have. Thus:We have. Thus:RxRy 456.42 NRzRxRy 429.81 NRzPROBLEM 2.85 A frame ABC is supported in part by cable.

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