Please give handwriting solution Calculate the strength on the Elements AB,АН, ВН, ВС, СH, CG andGH of the structure and indicate if it is attension orcompression.4 kip3 kip16 pieHG12 pie12 pie12 pie12 pie5 kip

Given data in question Point loads Span member length To find out Member forces Note Used Method…

Answered: Calculate the strength on the Elements…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Similar questions

The frame has dimensions H1 = 4 m , H2 = 3 m , and L1 = 6 m , and supports two lateral loads P1 = 10 kN and P2 = 12 kN . The area of column AE is 40 cm2 and the area of column BF is 80 cm2 . Gy = 13.3 kN Ax = 11.0 kN a) What is the horizontal reaction from the ground on the base of the column at B? Let a positive reaction be pointing to the left. Bx = ?
Determine the reaction at the supports for the beam shown. The roller support B of the beam settles by 38mm. Take E = 200 GPa and I = 90 mm⁴.
Solve for ED, EH, and GH. F1 = 45kN, F2 = 25kN
Determine the following:a. vertical reaction of the support A in kNb. vertical reaction of the support B in kNc. vertical reaction of the support C in kNd. vertical reaction of the support D in kN
Homogeneous bar AB weighs 600 lb, calculate the reactions at supports A and B
STRUCTURAL 1. compute reaction A 2. determine the force carried by member BC due to 50kN applied load determine the force carried by member AC due to 50kN applied load 3. compute the horizontal deflection at B 4. compute the vertical deflection at B
The beam of flexural rigidity EI is clamped at both ends and subject to a uniformly distributed load extending along the region BC of length 0.60L. If w = 10 KN/m and L = 4 . What is the value of the reaction RA in KN? Three decimal places.
The frame shown below is pinned at joints A and F. The frame consists of three rigidmembers; ACB, BDF, and ACE, connected by pin joints at C, B, and D. The frame is loaded at Ewith a downward force of 1000 N. Lengths AC = CB = 2.7 m, length AF = 4.8 m, and length DE =1.2 m. Determine the magnitude of the vertical component of the reaction force at pin B (N).
The 200-Kg engine block is suspended by the cables AB and AC. The angular ϴ = 40°. The free body diagram obtained by isolating the part of the system within the dashed line is shown. Determine the forces T(AB) and T(AC).
Which of the following is the nearest value for the force at member CD? a. 4 kN compression b. 6 kN tension c. 6 kN compression d. 4 kN tension
The frame shown in Figure is hinged at E and roller supported at A. Determine the horizontal and vertical components of the hinge forces at B. a.) Bh= 24 KN & Bv=56 KN b.) Bh=48 KN & Bv= 81 KN c.) Bh=24 KN & Bv= 81 KN d.) None of the Above e.) Bh= 48 KN & Bv=56 KN
The beam [E = 200 GPa; I = 225×106 mm4] has loads MA = 317 kN-m and w = 35 kN/m. Determine the reaction at B.

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Calculate the strength on the Elements AB, АН, ВН, ВС, СH, CG and GH of the structure and indicate if it is at tension or compression. 4 kip D 3 kip 16 pie H 12 pie 12 pie 12 pie 12 pie 5 kip