1. Determine the values of the shear V and the moment M at the following locations: immediately to the right of C immediately to the left of E (A) (B) 3 kips A 5 kips 4 kips f C VE B D +++ 0.9 ft 6 kips 1.2 ft - 3 ft - 2.4 ft-

Q: Draw the shear and moment curves label the maximum value of the moment k Blank 1 10'- Blank 2 P=SN…

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Q: 6. [Ac, 0c] Use the method of virtual work. (EI is constant) 7. [Ac, 0c] Use the method of…

A: As per authoring guidelines, if the question number is not specified, the first question or three…

Q: 50KN 50KN A B 5m 5m 5m 5m

A:

Q: Draw all diagrams.

A: Solution by Moment Area Method

Q: Analyze the statically Indeterminate Beam shown and Draw the shear and Moment Diagram. P =30 kN L =…

A: Bending moment at 4m = -45 + 30 x 4 - 30 x 2 = 15 kN.m

Q: 5 kN/m A D В C 70 kN 70 kN - 3 m -→|-– 5 m –+ 3 m →

A: Given:-

Q: 1. Draw the moment diagram by part with respect to point E for segment CF and with respect to point…

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Q: Determine the shear V and moment M at a section of the loaded beam 200 mm to the right of A. Ans. V…

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Q: M1 = 4000 N/m M2 = 9000 N/m P = 3600 N (downward) w1= 800 N/m (downward) w2 = 600 N/m (downward)…

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Q: 48 kN/m 32 kN/m A TB C - 9 m - 6 m

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Q: answer

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Q: 10 EN/m 2 Nim 2kN

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Q: Draw the shear and moment curves label the maximum values of shear and moment. Blank 1 MN kips B↓…

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Q: Q. 6. Draw the shear and moment diagram for each of the following system: C. 200 lb/ft 6 ft 2 kip/ft…

A: Note: As per bartleby guidelines, only 1st 3 subparts need to be solved. For rest of the subparts ,…

Q: 1-49. The railcar lamp is supported by the -in.-diameter pin at A. If the lamp weighs 4 lb, and the…

A:

Q: Determine the internal normal force and shear force, and the bending moment in the beam at the…

A: Given  Beam with dimensions Force at B  To find Bending moment at cross section a-a

Q: Find the moment reaction at the support Mr.  Find the force reaction at the support Ry

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Q: 17

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Q: For the beam shown loaded with a uniformly distributed load  of 10 kN/m, a couple of 2 kN.m, and an…

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Q: k. Pf The Maximum Moment is 12765.9 kft W= 200 #/FT. Draw the Shear and Moment Diagram for the…

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Q: For the beam shown with the shear force diagram as shown. The areas under each part of V diagram are…

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Q: Bending moment is known in the beam ABC in section B: MB = -10 kNm The magnitude of the charge w.…

A: The FBD of the section is shown below: Here, The equivalent point force=Area of loading F=12w3+1=2w…

Q: A 120 kN 15 kN/m HIIIIc Į EIIII PAWANNACRO CONGO G B F D Hinge Hinge -8 m-5 m+5 m-5 m+5 m - 8 m - 10…

A: Given:- To find:- Shear force and bending moment diagram

Q: 10 kip/ft 50 kip ft A 5 ft 5 ft The simply-supported beam above is subjected to a uniformly…

A: Apply equilibrium condition : ∑MB=0RAY×10-10×5×(52+5)+50=0RAY=32.5 kip

Q: Draw shear force and bending moment

A: Calculation of reactionsRA+RB=2×12+8RA+RB=32      eq 1

Q: Solve for the support reactions of the beam shown below using 1.) 3ME and 2.) SDM. Assume beam is…

A: Analyze the given beam using the Three-moment equation method and Slope Deflection Method:2. Slope…

Q: Derive the shear and moment equations 200 N In 1000 N/m 60 N.m 0.2|0.2 0.6 m 0.2

A: Derive shear and moment equations

Q: For the frame shown, determine the reactions at pin C on member BCD. Given a =1 m; W = 70 N/m and F…

A: The given figure is shown below:

Q: What is the reaction at A in kN? Replace the distributed loading by an equivalent resultant force…

A: Determine support reactions for given loaded beam.

Q: Construct the influence line for Vd and Md of the given Beam. Use Shear and Moment Equations. Note:…

A: The FBD of the beam is shown below:

Q: Determine the vertical reaction at support D in KN. Determine the maximum shear force in KN.…

A: Given data  Find support reaction, maximum shear force and maximum positive and negative moment.…

Q: Q.3) The force F shown in Figure has a magnitude of 440 lb. Determine a. The moment MB of the force…

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Q: Use the portal method of analysis to analyse the frame. 1. Draw the moment diagram of FED. 2.…

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Q: 25 kN/m A B -8 m- -8 m- E = 70 GPa I= 1,300 (106) mm² (Assume 50mm settlement @ Support B) C

A: Given data  E = 70 GPA = 70 × 103 N/mm2 I = 13 × 108 mm4  ∆B = 50 mm = 0.05 m

Q: Determine the reaction of the given continuous beam. Use Moment distribution method. Let P=90

A: The procedure for analyzing  an indeterminate beams by the method of moment distribution is as…

Q: Solve the support reaction at C. 16 k 2 k/ft 8 k 3 k/ft A D B. E F C 12 ft 8 ft- 9 ft 12 ft 9 ft 3…

A: To Determine Support Reaction at C , Cy

Q: - For the beam shown (Figure P-1), calculate reactions and draw shear and moment diagrams. Sketch…

A: Draw the free-body diagram of the beam.

Q: For AC Beam Below Determine Moments and Reactions at Supports by Moment Distribution Method. 10 kN/m…

A:

Q: The 30 ft long simply supported beam slopes at a 9:12 pitch and is supported by Pin C and Roller D.…

A: The forces acting in the upward direction is positive and downward direction as negative.The forces…

Q: Draw the shear and moment diagrams for the beam as shown. EI is constant. Neglect the effects of…

A: The FBD of the beam is: The redundant reaction as By and MB compatibility conditions  ∆B=∫M.mdxEI…

Q: 1. Draw the moment diagram by part With respect to point E for segment CF and with respect to point…

A: Objective: To draw the moment diagram for segment CF with respect to point E and segment AB with…

Q: Situation 5. Two uniform loads of 123KN/m are acting downward on a concrete pad as shown. The…

A: Note:- Thank you for the question. As the given question is having multiple subparts, so as per the…

Mechanics of Solids

It is the study of the behavior of solid materials, their characteristics under various circumstances such as variation in external forces, temperature, and other internal factors. It is one of most important study in the field of engineering science, especially chemistry and mechanical engineering. In rigid body, the idealization of the solid body in which deformation is neglected. Deformation is known as the force acting on the solid state system which exerts change in its shape of the body but it continues to be at rest or in a uniform motion but it cannot accelerate. But those solid systems do have elasticity, compressibility and can be bent. This field is very vast since there are wide range of materials around us.