Calculate the ultimate moment capacity of the section in PART B in kN.m.0

Q: Calculate the force in member AD

A: We have to find the force in member AD

Q: 12 KN/m A Solve for the moment.

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Q: "601 Problem #1: Use Method of Joints | 600E(lb) E B (Ib) · A 30 B -3 ft- 3 ft 1. Determine the…

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

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Q: 1- Determine the moment of the force about point O. 4 ft 3 ft 45° |-1 ft- 600 lb

A: Given above diagram Force = 600lb

Q: Please I need help. I hope you can help.  A 25 m simply supported girder of a bridge is used to…

A: The maximum support reaction occurs when the two loads are at the supports. The total load on the…

Q: GIVEN: L1 = 4.5 m W1 = 10 kN/m L2 = 1.2 m W2 = 12 kN/m L3 = 0.5 m L4 = 12 m L5 = 1.5 m A. What is…

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Q: Determine the moment M in kN-m that must be applied to the beam to create maximum stress of 97 MPa.…

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Q: F a a A 30° 60° AB

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Q: L2= 2 m L3=4m L4 = 2 m L5=2 m L6 = 1 m W1 = 90 kN/m W2 = 20 kN/m P = 40 KN M = 50 kN-m External…

A: Given data

Q: Draw the internal force diagrams of the given structure. Use E= 200GPa, I = 95e8mm*, A=1000mm². 20…

A: Find: (a) Axial Force in ab (b) Maximum moment in the structure

Q: F1 = 4 kN F2 = 3 kN F3 = 2 kN a = 3 m b = 5 m c = 4 m theta = 33 degrees a.) Find the…

A: Data Given: F1 = 4 kNF2 = 3 kNF3 = 2 kNa = 3 mb = 5 mc = 4 m θ = 33° Asked: a.) Find the distance…

Q: Given: w1 = 60 kN/m, w2 = 20 kN/m, P = 30 kN, a = 3 m, b= 3 m, and c = 3 m. Determine the maximum…

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Q: Determine the ultimate moment capacity of the beam section shown if fy = 420 MPa and fő = 28 MPa. 3…

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Q: Situation 2 | Beam ABCDEFG below is subjected to multiple loads as show. The total length of the…

A: We regret to inform you that as per our company policy we are required to answer only first three…

Q: Determine (approximately) the internal moments at F and E caused by the vertical loading. [ Select ]…

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Q: 35k 1k/ft 2 k/ft OB 10' 10 20 10'

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Q: 25. What is the reaction at 20 kNím 60AN support B? 120 AN - m 26. What is the maximum shear force?…

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Q: Determine the moment of the 250 lb force about the segment AB. B 2 ft 8 ft C 4 ft A 6 ft 2 ft 3 ft E

A: Given: Required: Moment about segment AB

Q: From the beam shown, determine the maximum positive moment. In kN.m O O 70 80 O 75 86 O 78 A 2 m =…

A: Given,

Q: a. Compute reaction forces based on "W1". W1=10 kN. b. Compute internal forces/moments at a-a. W1 1m…

A: Given, Beam carrying uniformly varying load (UVL)  W1 = 10 kN

Q: 180 lb The frame shown is loaded by a 180-lb force applied to member AE. Determine 4, in. the force…

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Q: If roller support is added at point C, 20ft. from point A. Determine the following: (Use Conjugate…

A: Given: Span, L = 30 ft UDL = 2 k/ft Support added at 20 ft from A.

Q: w1 kN/m w2 kN/m D B. am bm cm

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Q: What is the Maximum moment in kN-m. Given: w= 37, a = 3, b = 3, and c = 1. w kN/m D. b m cm am Ro RA

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Q: Determine the value of bending moment in column 3 (in kip-ft, absolute value) if the bay width is 20…

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Q: Prob 01: Wo = 36 Ibs/ft Determine the end moments a) Draw the shear and moment diagram b) Determine…

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Q: %3D %3D Given: w1 =70 kN/m, w2 = 30 kN/m, P = 30 kN, a = 3 m, b= 3 m, and c = 3 m. Determir %3! %3D…

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Q: 250 kN 116 kN 71 kN 208 kN 61 m 54 m 54 ml

A: GIVEN GIRDER SYSTEM

Q: 2. Find the Maximum Shear and Moment. 20 kip 24 kip 20 kip 40 kip 24 kip/ft 15 ft 30 ft 15 ft-

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Q: Determine the vertical displacement of joint D. The truss is made from A992 steel rods naving a…

A: consider joint A angle at A = tanθ=21.5θ= 53.13° Fy=0FADsin53.13-20=0FAD=25KNFx=0FAB+FADCos…

Q: What is the Maximum moment in kN-m. Given: W = 20, a = 2, b = 8. and P - 80. PAN a m b m R. R. PE

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Q: 10. Determine the forces in cables AC and AB needed to hold the 20 kg ball D in equilibrium. Take F…

A: Explanation given below .

System of Forces

A force is an external influence or agent that changes the state of a system. According to Newton's second law, the force applied to a body is proportional to the change in momentum of a body. Hence, whenever a force is applied to a body, its momentum changes. If the body is at rest, under the action of force, its state of rest changes to motion. In other words, the magnitude of the momentum of the body changes from zero to a measurable value. Similarly, if the body possesses some initial velocity, it has some associated momentum, the effect of force can cause the body to halt or come to rest, that is, the momentum reduces to zero.