2-29. Three chains act on the bracket such that they create a resultant force having a magnitude of 500 lb. If two of the chains are subjected to known forces, as shown, determine the orientation 8 of the third chain, measured clockwise from the positive x axis, so that the magnitude of force F in this chain is a minimum. All forces lie in the x-y plane. What is the magnitude of F? Hint: First find the resultant of the two known forces. Force F acts in this direction. 300 lb 30 200 Ib

Q: find the sum of the moments of the Forces in Ib.in about Point O, (positive in the counter-…

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Q: 2-55. Determine the resultant force acting on the hook, and its direction measured clockwise from…

A: According to the given data F1=500N F2=800N we need find resultant force

Q: Q6- The force F acts on radius bone. If the magnitude of the x and z components of F are F-150 and…

A: The above question is based on the application of equilibrium of forces.

Q: Three chains act on the bracket such that they create a resultant force having a magnitude of 7271b.…

A: Given that: Resultant of the forces = 727 lb Forces acting in the two chains are 200 lb and 300 lb…

Q: bãi 30 Find the resultant force for the concurrent coplanar force .system F3= 45 N Y F;= 20 N 60 °…

A: Given, F1 = 20 NF2 = 10 NF3 = 45 N   To find the resultant force vector, we will need to find…

Q: F₂= 200 lb N B₁ F3 = 400 lb 30° y Specify the magnitude and coordinate direction angles α₁, B₁, Y₁…

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Q: Problem 5: Find the resultant of the two forces shown below. Show the answer on a picture with…

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Q: Three cables pull on the pipe such that they create a resultant force having a magnitude of 1003 lb.…

A: Write the sum of force components in x-direction. Fx=600sin45°+Fcosθ+400cos30°Fx=770.674+Fcosθ…

Q: Find the resultant force for the forces shown by (a) using the parallelogram law and (b) by…

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Q: find the sum of the moments of the Forces in Ib.ft about Point O, (positive in the counter-…

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Types of loading

In mechanical terminology, the term load indicates that external force/weight, either constant or variable, acts on a mechanical member/structure. The weight of an object of a specific material is also an external load, and the external force that works on a structure comes under the categories of loading. The external load generates its effects as stress and strain in the structure.