Calculate the value of the reaction at support B of the beam shown below. Answer in one decimal place, units in kN. USE THREE MOMENT EQUATION or any method.

Q: A у C n - Х 60° 40° B F = 800 lb

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Q: Statics of Rigid Bodies (Round off to two (2) decimal places. Include negative sign (-) if the…

A: force F of magnitude  = 800 lb is applied to point C of the bar AB

Q: A у C n 60° х 40⁰ и B F = 800 lb

A: A force of 800 lb acting at 40° with rod which is inclined at angle 60° to the horizontal.

Q: (a) Calculate the shear equation V (x) and the moment equation M(x) as a function of the length L…

A: To determine:(a) Shear force and bending moment equations(b) Verify V(x)=ddxM(x) and verify the…

Q: Statics of Rigid Bodies (Round off to two (2) decimal places. Include negative sign (-) if the…

A: Force F = 800 lbF acting at 40° with the rod AB.Rod AB is at angle 60° to the horizontal.

Q: Kindly solve for ALL the reaction in the figure.

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Q: y | 1 A -X 25' 15⁰ 40° C F = 13 kips 15' B 11 .n

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Q: 900N/m В C 3m 4m 2m OD А

A: since roller at D  horizontal force will be zero at A and D

Q: Force P = 375 N is applied at A as shown. Find the moment about point D. Enter a positive answer if…

A:

Q: CALCLULATE THE FEM OF THE FOLLOWING USING THREE MOMENT EQUATION.

A: Calculation of FEM using three moment  equation

Q: A у C n 60° x 40° B F = 800 lb

A:

Q: find all the reactions by slope Deflection Method Im EI = Const 2m A IFFT 2m # 2m

A: Slope-deflection method One of the most used approaches for analyzing indeterminate beams and frames…

Q: The moment of the following * force about point O is

A: To find the moment of a force, the formula is as follows Moment  = Fperpendicular x Distance from O…

Q: Problem 6: For the beam and loading shown below, derive an expression for the reaction force at B.…

A: Given :

Q: of A 2011 B 3.5 k/ft 30 ft 20 ft

A: Given data : Indeterminate beam with Fixed support at A and D and Roller at B and C Find : Reactions…

Q: The 13 kips force F acting on the simply supported beam. Determine the y component of F?

A: The 13 kips force F acting on the simply supported beam. Determine the y component of F?

Q: L A 25' 15⁰ 40° C F = 13 kips 15' B n

A: A simply supported beam inclined at 15°Force of 13 kips acting at C at 40 ° with vertical of…

Q: Required information NOTE: This is a multi-part question. Once an answer is submitted, you will be…

A: Free Body diagram of the given problem:

Q: A cantilever beam AB of a length L has a fixed support at A and a roller support at B (see figure).…

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Q: Determine: x component of F

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Q: The 13 kips force F acting on the simply supported beam. Determine: y component of F

A: The 13 kips force F acting on the simply supported beam. Determine: y component of F

Q: Solve for the moment of the 50N force about point O in the figure given.

A: Moment about a point is force multiplied by perpendicular distance.

Q: . In the figure below, the boom AC is supported in a ball and socket joint at C and by the cables AD…

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Q: Statics and Moments The picture shows 3 forces. Solve for the moment at point A.

A: Given forces 40 kN, 20 kN , 25 kN Moment due to 20 will be zero as it is passing through A

Q: SOLVE FOR REACTIONS, use Conjugate Beam Method

A: Given: Required : Support reactions using conjugate beam method

Q: Determine: n component of F

A:

Q: S2) The distributed load, which is given as function of q (x) = qo (2x/34)°, acts on the ABC beam…

A: Consider the following diagram:

Q: There is a simply supported beam. The force is as follows, and the EI of the entire beam section is…

A:

Q: YON SON JON 20N 45 と"Aー

A: Given data  Point loads Distances Angles To find out  Resultant

Q: each block 50kg 2m = 3m 3m B

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Q: Solve for the Support Reactions

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Q: The beam is made of a ceramic material and shown in figure 2. The beam has a moment of inertia I and…

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Beams

In structural engineering, a beam is a component made of a variety of materials (including steel alloys, and wood) that can resist loads applied laterally to the beam axis. Members, elements, rafters, shafts, and purlins are all terms used to describe beams.