Solve for the force in member BF using method of sections and method of joints. 12m 2000N 12m F 8M 8m 3000N 1500N

Q: F1 30° F2 = 200 N 1213 F3 = 260 N Determine the x and y components of each force acting on the…

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Q: roblem # 3 12 ft- 12 ft e the Virtual Work the displacement ethod. E = 29000 ksi = 400 in^4 D 5 ft…

A: To find force in strut CD

Q: D

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Q: 9-1. Determine the vertical displacement of joint A. Each bar is made of steel and has a…

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Q: Determine the moment of force F about point O.Express the result as a Cartesian vector.

A: The direction of force F is calculated as, The r vector about point O and force is given by,

Q: # 3: Analyze the beam 6 kN 1 kN/m 3 KN shown in beam below and draw the bending moment and shear…

A: The loads acting on beam are given .  Note  According to the company rules i am able to answer first…

Q: 5 kN m A 3 m

A: Given:- To find:- Shear force and bending moment in terms of x Draw shear and bending moment…

Q: P2: In the previous problem, determine the force in members DC and DF using method of sections.

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Q: Find the forces in members BC and DE. Use Method of Sections. 6200 N 2 m D H1.5 m A 4.5 m - 4.5 m-…

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Q: Use the method of section to determine the force in member CE 1500 N 1800 N 800 N 12 m 12 m 12 m 12…

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Q: roblem 7.5- Determine the force in members KM, LM, and DK using e method of sections. State whether…

A: To find force in member LM,KM,DK

Q: g method of section, Determine the forces in members BC and BE and the horizontal p ction at G.…

A: Using method of section  ( Image has been inserted in this page )

Q: 1 kN 2 kN Во 2 m 21 2 kN Do 1 kN 2 m 2m H K 2m 2 m m 1m 1m m Lilm

A: Given a truss structure carrying point loading system. Required-To calculate forces in members FH,…

Q: 20KN 30KN 30KN 20KN 200KN/m 2 2 6 2 2 R1 R2

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Q: B AM

A: Given  P= 85 lb ; B= 50 lb ; M= 140 ft-lb Distance between B to M is 5ft Note :- every box in…

Q: P8.1. For the truss in Figure P8.1, compute the horizontal and vertical components of displacement…

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Q: Determine the bar force of member BD (in kN) of the truss shown if P 18 kN and Q = 90 kN. Use 3…

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Q: Find the forces in members BC and DE. Use Method of Sections. В |2 m DI 6200 N |1.5 m E A 4.5 m 4.5…

A: Given truss:

Q: Using the method of sections and cut line aa, = calculate the force FCF in member CF of the truss if…

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Q: Determine the member forces for all members of the beam shown below. Take E = 200 GPa, I= 216(10")…

A: Finding out member forces.

Q: 9. Using cantilever method, determine the maximum absolute axial force in the column in kN due to…

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Q: 3. Find the force in the member RP of the frame shown below 500 N a 707.IN b. 500N c. 505N d. 784N 2…

A: Free Body Diagram of the given problem:

Q: 50 KCX 13 300 k 63 D. 200 KN J00, KN 8 ni 10 un: 10

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Q: 36.7. A vertical load of 1100 lb is supported by the three bars show Fig. P-3-6.7. Find the force in…

A: P=1100lb To find force in bar AB, AC, AD

Q: 4. 2400 N 25 480 N 480 N 960 N 960 N *O 10.50 m - 63 m a. Find the force in member AH. b. Find the…

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Q: Determine the resulting moments at the supports of the continuous beam show below due to the given…

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Q: Find the forces in members BC and DE. Use Method of Sections. В 2 m D 6200 N |1.5 m E A 4.5 m 4.5 m

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Q: Situation 2. Neglecting weights of the members, compute the forces acting on the pins B, C, and D. B…

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Q: Determine the normal force, shear force, and moment acting at a section passing through point C.

A: Given :- A section is given with hinge support at point A and roller support at point B  To…

Q: Q/: Analyze each of the frames, and draw the bending moment diagram. - 2*/ft Tb 10 ft 12 ft 12 ft

A: Introduction- As engineering structures, a rigid frame is a load-bearing skeleton made up of…

Q: 5. Given the beam AB as shown, find the force F2 and its moment arm, d. FA= 50 N F₂ 1.m.. - F₁= 15 N…

A: Given Data Force at point AFA=50 NF1=15 NF3=30 NThe span lengthL=1.8 mWe are supposed to calculate…

Q: Determine the axial force in member DE in kN. Use F1 = 91 kN, F2 = 71 kN, x = 3.06 meters, y = 3.82…

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Q: 1) P D 2L

A: Solution Given Diagram

Q: 800 lb 600 b B 20 20 20 E 20- 400 b 1000 lb eferring to the given truss above, (a) Using the method…

A: To find force in member FG,EG,DE,CE

Q: The horizontal bar ABC is supported by a pin at A and two rods with identical cross-sectional areas.…

A: Take moment at A to be zero

Q: Using the method of sections and cut line aa, = calculate the force FCF in member CF of the truss if…

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Q: Determine the vertical displacement of joint C. The truss is made from A992 steel rods each having a…

A: Given :- The truss is made from A992 steel rods having diameter of 1 inch  To determine :- The…

Q: perform by cross method draw the diagrams and get the bending moments 5T 2) 2 Ton/m E, I= CTES 3m…

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Q: Q/: Analyze each of the frames, and draw the bending moment diagram. 2*/ft 4 ft 4 ft 10* 8 ft 8 ft d…

A: We have to analyse each of the frames and draw the bending moment diagram.

Q: For the beam shown, derive the expressions for V and M, and draw the shearforce and bending moment…

A: w = (200x) N/m

Q: Proble nod, use A3 Раper 1, Portal M size as much as possible in drawing the whole frame indicating…

A: we  are going to use portal method to analyse this 3-storey frame,there are few assumptions 1.the…

Q: 50kN 60KN B 20 A D Solve for the member force of member AC using method of joints indicate if its in…

A: Given truss  At point A is pin acting 2 reactions At point B is roller acting only one reaction.…

Q: Determine the slope and displacement at point B. Assume the support at A is a pin and C is a roller.…

A: Method of Virtual work:  It is defined as the unit load method which uses the law of conservation of…

Q: Draw the free-body diagram of the given Frame/Truss; (ii). Estimate the support reactions; (iii).…

A: free body diagram of truss-   for support reactions Fx=0 , HA=0 Fy=0, VA +VB=526 +873=1399 N

Q: determine

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Q: Calculate the force in member BC using method of section

A: Free body diagram : Applying method of section considering right side of cut section passing through…

Q: Problem No. 1: Find the support reactions at joints A and D, then solve for internal forces at the…

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Q: P 200 lb 6 ft C B 240 lb 6 ft E y D

A: Resolving force: ↑+↓-240-P+200=0P=440 lb

Q: H 67.5 kN 3.6 m to D 112.5 kN E F 3.6 m B C 6 m 4.5 m- A Use cantilever method to analyze the frame.…

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Q: Determine the forces in members BC and CG. The forces are positive if in tension, negative if in…

A: Find force in BC and CG member.

Dimensional homogeneity

The term dimensional homogeneity means that in an equation, the dimensions of each term on both sides are equal, which means the dimensions of the left-hand side (LHS) of an equation are similar to the dimensions of the right-hand side (RHS). For a dimensionally homogeneous equation, the powers of fundamental dimensions will be identical on both sides of the equation.