USING MOMENT AREA METHOD, find reaction at support C in N. El is constant. 600 N/m A 2m 3m

Q: Q- 3. For the given structure below; considering W = 120N &L= 120 cm; a. Draw the Free Body Diagram…

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Q: As shown in figure below, the intensity of loading on a simply supported beam 10 ft long is given by…

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Q: 3. Find the max WLL that can be applied on the T-beam as shown below. Take Fc'=30 MPa, Fy=400 MPa,…

A: From the given data, 1. T-beam moment capacity is given by,

Q: 1) For beam shown below, find reaction forces in supports A & B 10[kN] 14.142[kN] 45° 4[kN/m] 0.2 А…

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Q: 36mmø CISE NO. 1 (REACTIONS) 50deg C A Support 6m 4m 5 RA 12 1. Compute the stress in the support at…

A: Given: The value of force is W=107 kN. The diameter of wire is d=36 mm. Determine the equation for…

Q: W LAB B LBC assume w = 4 kips/ft P= 5kips LAB=16 ft LBC=8 ft What is the vertical reaction at A ?…

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Q: 25 000 N 0.8 m 0.8m D A E1.6m) Cal culate: * The Support reactions ->

A: given; lets take reaction force at A =RAlets take reaction force at B =RBAB=1.6mAF=0.8m

Q: y W (N/m) В 5 m 10 m 12 m A beam of length 12 m is in equilibrium, the force is distributed 540 in…

A: Given Data L=12 m w=540 N/m

Q: Find the bending stvess at point B located at stress at Im from the right end of the beam. 2 Nlm…

A: Given:

Q: t 3m 4m B A 30kN/m 40KN 1.2m L 4m CT 5m Calculate the maximum moment member BC in kN/m.

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Q: A beam with rectangular cross section has b = 50 mm, h =150 mm, E = 210 GPa, and o, = 250 MPa. Find…

A: Find yield moment and plastic moment and shape factor.

Q: In fig. shown, find the reaction Porce on paít(Bc) . OZ07 kpd DI Rir D=75mm oiL EL=6 Y.d =0.88 EL =…

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Q: A beam ABCDE is 5 m in length and loaded as shown in Fig.3. Draw the S.F. and B.M. diagrams for the…

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Q: Calculate the moment of below section. assume any needed information. Rigid Ech Eih MA =5 A 参多

A: assume W and length 2h, EI 6-3-1=2 assume mA and  HA as reluctant(bm) Hing=0RA X h=w x h xh2…

Q: Find the moment reaction at C (Mc), given that W 43 KN. Neglect the weights of the members as well…

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Q: * Given the value of moment of Inertia is=120 x 10^6 mm^4, and the modulus of elasticity of…

A: Given:E=50*103 MPaI=120*106 mm4

Q: Two 10”-15.3 lb channels are welded together as shown in the figure. Find the moment of area of the…

A: mass of each bar is given as=15.3 Lb

Q: A beam is loaded as shown in the figure below. The reaction R1 is equivalent to Blank 1 kN.

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Q: 2. On the given truss belou find the unknown reactions such as Ri, Rz and R3 tz=500 KN Lg=400KN…

A: Use equilibrium equations to solve the given problem. Equilibrium equations: +→∑FX=0+↑∑FY=0+↺∑Mat a…

Q: Q3a) Determine the reaction moments at the supports by using Moment-Distribution Method. Assume A…

A: Moment Distribution method is used to analyze statistically indeterminate beams and rigid frames.…

Q: Problem No. 1 Determine the reactions for the beam shown in Figure below, 1300 N 1800 N 1460 N/m…

A: Given Data⇒ Beam

Q: 18 kN A AZ 2 m 4 m B

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Q: 1. Find all the tensions. 40° 110° B A m = 50 kg

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Q: Q4/ By using Double - Integration Method, find the deflection and rotation at point (C) of the beam…

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Q: Find components of reaction at A (use journal bearing reaction for point A reactions) and also Find…

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

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Q: assume w = 4 kips/ft W LAB P= 5kips LBC LAB=16 ft LBC=8 ft What is the vertical reaction at A ?…

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Q: 1-For the figure below take M number of you and find the reactions? 2-ls the body balanced or not? 3…

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Q: Analyze and find all reactions at supports due to a vertical settlement of (5 cm) at point (C) for…

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Q: 1) Assume q; = 2kN/m and g. = 4 klN/m and a = 2 m and b = 3 m. Find thé ww support reactions. 190 A…

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Q: A fiberglass pipe is lifted by a sling, as shown in the figure. The outerdiameter of the pipe is 6,0…

A: Given data as per question Outer diameter of pipe =6 in thickness=0.25 in weight density =0.053…

Q: A beam AB is 14 m long weighs 15 N resting on the two supports at the end. If the beam carries loads…

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Q: Current Attempt in Progress Calculate the support reactions at A and B for the loaded beam. Assume…

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Q: U se The S0llowing dagram 501b/n B Sin 7in Tsin ) Find The Reactions @ A and B 2) Find The equations…

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Q: p Ib/ft w Ib/ft

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Q: Q/ Find the reaction forces at A and B, (A pin connection and B roller connection)? 120N/m 100N/m A…

A: A reaction force is a force that acts to an active force in a contrary direction. The response force…

Q: A dam 6m on top, 12m at the bottom and 20m high has water 15m depth acting on its vertical side. 3.…

A: To find resisting moment

Q: Find the loading in ED GD and GC. EI, IJ, JK, and KG are equal length. A wire is attached to point G…

A: To Find: Forces in the members ED, GD, and GC = ?

Q: 400 N Find reactions at supports C and B take beam AC wieght 20Kg Free Body Diagram F.B.D B = 2 m 1…

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Q: 1) Assume q, = 2kN/m and g. = 4 kN/m and a = 2 m and b = 3 m. Find the ww support reactions. 90 A --…

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Q: In fig 1 below, member AF is fixed to the wall at point A. Determine: (a) The reaction at the wall…

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Q: 2. On the given truss belour, find the unknown reactions such as Ri, Rz and R3 L= 500 KN Ls=400KN…

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Q: * .Find the reactions at support points 145 N/M 10M

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Q: Bonus problem) Analyze the following frame degrees of freedom. Find reactions and finally, ustant…

A: 1 Free BMDBMAB(Maximum)=WL4=12×124=36kip.ftBMBCMaximum=Wl28=3×1228=54kip.ft2Area of BMDFor span…

Q: As shown in the figure MA= MC= tension, the bending moment is positiv L. (When the lower side

A: Note:  As you have posted two question at once. We are allowed to answer one question at time.…

Q: C3/(a) For the figure below take M number of you and find the * ? reactions 3 m - 3 m m E C 12 M--…

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Q: suppor (OSolve for ACL reactions 25t/m Bun B I I 20KN A. 2E1 3m 4EI FI

A: Three moment method The three moment equation expresses the relation between bending moments at…

Q: Q2/ Find diagram for shear force and moment of EFGH beam as shown in figure below. 20 KN 3 A, 4 400…

A: Given figure

Axial Load

When a bar of the uniform cross-section is acted by a load, such that the load acts along the longitudinal axis of the bar, such kinds of loadings are known as axial loadings. In general terms, a load is an external force acting on a component. An axial load acts perpendicular to the geometric cross-section of the component. Based on the direction of the application of the load, an axial load can be tensile or compressive. The analysis of bodies under the action of axial loads is generally studied under the branch of mechanics, known as statics.