Cable 1.2 m A -1.6 m- -1.6 m W = 10.0 kN %3D -Tsine Tsin(90-6) TCole 90-0 Teol(90-0) RB TSin(90-0) Tcoso TSAND Tcoi(90-0 MB Ro RA

Q: Given: w1 = 60 kN/m, w2 = 30 kN/m, P = 40 %3D %3D kN, a = 3 m, b= 3 m, and c = 3 m. Determine %3D…

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Q: The beam is subjected to the load shown. The beam is made of material having an E = 200 GPa and I =…

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Q: A cantilevered beam of length L = 5 m is fixed at A. It has a moment of M = 35.0 kN⋅m applied at B…

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Q: If the allowable bending stress is 0 = 165 MPa, find the magnitude of the maximum internal bending…

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Q: Determine the maximum moment of a 25-ft simply-supported beam  with a 1000 lb load at the center.

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Q: The solid frame is subjected to the forces shown. calculate the distance (d) if the moment at A…

A: Given,  Net moment at A , MA = -11N-m Clockwise moment - +ve Counter clockwise - -ve

Q: Determine the bending moment at point C if P₁ = 215 lb/ft, P₂ = 417 lb/ft, and P3 = 210 lb/ft.

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Q: 9₁ (N/m) A . I (m) 92 (N/m) Determine the internal loads diagrams of the beam above. In the cell…

A: According to the details provided in the question, we need to calculate The Bending moment at x= 5m…

Q: determine the diagram of the shear forces and bending moments in the beam shown below. Data P =…

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Q: For the beam shown below: 1- Draw the shear and moment diagrams. 2- Determine the absolute maximum…

A: Given

Q: Given the 12 m long Beam with Shear Diagram as shown below. Determine the following: +21 N +2N 3 m 6…

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Q: The beam is subjected to applied loads as shown. Determine the moment at 12 ft from support A &…

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Q: If the beam shown is supported by the fixed wall at B and the rod AC. if the rod has a cross…

A: The force which acts perpendicular to the cross-section of a specimen is termed as normal force and…

Q: Determine the resultant moment at points A and B of the loaded beam using scala

A: The given problem will be solved in following steps. 1. Replace the hinged and roller support at A…

Q: The vertical beam in the figure is subjected to a T= 24 kN tension that is directed from A to B.…

A: T=24 kNa=12mb=9mc=15m

Q: Calculate the value of Shear V and Moment M in the beam AT A POINT AT THE CENTER OF THE CLEAR x =…

A: Given: To find the shear force and moment at x=2.5 m.

Q: T0,0 Ti and Determine the moment of inertia of the cross-section about the z-axis passes from the…

A: first of all find N.A. location with respect to base, then apply parallel axis theorem to find out…

Q: Solve the problem using Moment -Area Method Problem IV. Determine the support reactions of the beam…

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Q: 10 kg 20 kg 3 kg/m 1.5 m 1.5 m 1.5 m 3 m Solve the horizontal and vertical reaction of the following…

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Q: The beam is subjected to applied loads as shown. Determine the moment at 12 ft from support A &…

A: It is required to determine moment at 12 ft from support A shear at 6 ft from right end E

Q: The beam AB in the figure is balanced from the point a by the simple support from the point B with a…

A: For the given beam  To determine  the bending moment at section a-a (in kN-m)

Q: A beam is subjected to equal 19.1 kip-ft bending moments. Assume ty = t2 = ty= 1 in., d = 10 in, by=…

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Q: 5 m I 12 kN/m 3 m 40 kN B 5 m 21 E = constant = 70 GPa I = 554 (106) mm4 A -4 m (a)

A: Here, we have uniformly distributed load on portion BC. Value of UDL = w = 12 kN/m Length on which…

Q: The simply supported beam below is loaded as shown. The distributed Ioad w is a function of…

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Q: (All loads are in kN) . For the compound beam and loads as shown, find (a) the maximum reaction at C…

A: COMPOUND BEAM A pillar hypothesis is introduced that is planned with regards to the in-plane…

Q: Determine the total moment of the distributed loads acting on the beam about point A.

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Q: A beam of length L = 10ft is supported by a fixed (cantilever) support at O. determine the reactions…

A: According to the question data A = 10lb, B = 300lb-ft and C = 10lb We need to find Reactions at O

Q: Find (a) the components of the moment caused by the couple shown in the figure, (b) the magnitude of…

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Q: P 3.5 A O 179 kips 140 kips 85 kips O 112 kips O 151 kips B M 6.5 ft

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Q: (vii) Bending moment at the point "B"(unit in Nm) = (viii) Bending moment at the point "c"(unit in…

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Q: The T-beam is subjected to bending. As a consequence, the beam bends in an upward concavity manner.…

A: Given: a=300 mmb=200 mmc=30 mmy¯=216 mmI=166*106 mm4M=142 KN.m

Q: 2 kip/ft -5 ft Α-Ω 5 ft 30 kip-ft -5 ft B (a) Derive expressions for V(x) and M(x) in each section…

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Q: Find the moment caused by the force F = 480 about point C if a = 20 , b = 35 , m =16, and n = 6.…

A: Given, F=480a=20b=35m=16n=6 From the triangle, tanθ=nm=616θ=tan-1616=20.556040

Q: The cantilever beam carries a triangular load, the intensity of which varies from zero at the left…

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Q: The beam is supported at points A and B as shown in the figure. Point loads F = ql act on the…

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Q: Use point A as the reference point for your moment calculations, i.e. sum moments at A. P P -3P 2d…

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Q: The beam shown carries a uniform load of 100 kN/m and is supported by 3 supports spaced at 24.5 m.…

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Q: Calculate the total head of a centrifugal pump and use the Darcy equation in computing the friction…

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Q: Determine the absolute maximum positive bending moment in the beam due to the wheel loads of the…

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Q: Draw the shear and moment diagrams for the loaded cantilever beam where the end couple M1 is…

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Q: Determine the magnitude of the moment Mc for the cantilever beam, where P = 37 kips, w = 7 kips/ft,…

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Q: 150 kN 50 kN/m 20 kNm B 25 m 5 m 5 m

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Q: A simply supported beam has a symmetrical rectangular cross-section. If the second moment of area…

A: Given data: The second moment of area is I=11.5×106 mm4 The depth of rectangular cross section is…

Q: A horizontal propped cantilever of length L is securely fixed at one end and freely supported at the…

A: For solution refer below images.

Q: Q4:Draw the shear force and bending moment diagram for beam shown below. 3 15 KN 3m 6 m 9m B

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Q: Determine the reactions at the fixed end (A) for the cantilever beam with the distributed load.…

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Free Body Diagram

The system of forces acting on a body tends to either rotate it or make the body undergo motion. In general, when an external agent exerts a force on a body, the body undergoes translational motion and rotational motion. The body has six degrees of freedom under the influence of that force. Here, three degrees of freedom are from the translational motion while the other three are from the rotation motion. However, sometimes the bodies are not allowed to undergo any motion and are fixed, under such conditions the body is said to be constrained.