i need the answer quickly For the fig. shown, cormpute the force on each memberOf the truss. Indicate whether the member is in tension/T)Or compression . Answers must be tabulated like below.IS KN4 mBlDIMemberForceT or C36KN(sample TIsample only)AB45 mACBCBDBEEtc Until allmembersare included

Answered: Image /qna-images/answer/74536d13-8c12-4c9d-a938-f550f8b04c79.jpg

Answered: For the fig. shown, compute the force…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Determine the force in members CE, FE, and CD and state if the members are in tension or compression. Suppose that P 2900 lb and P 1400 lb. (Eigure 1) Hint: The force acting at the pin G is directed along member GD. Why? Figure 10 f -100-100-100- 1 of 1 Determine the force in member CE Express your answer in kilopounds to three significant figures. Enter negative value in the case of compression and positive value in the case of tension. 15. ΑΣΦ | 11 | voc FCE Submit Part B Request Answer Fre- Determine the force in member FE Express your answer in kilopounds to three significant figures. Enter negative value in compression and positive value in the case of tension. VAXI -3.38 vec Submit Previous Answers Request Answer X Incorrect; Try Again ? kip ? kip case of
1 Problems Using the method of joints, determine the force in each member of the truss shown. Summarize the results on a force summation diagram, and indicate whether each mem- ber is in tension or compression. You may want to try the "quick" method for Problems 3.14 through 3.17. ord Fel 3.12 30° 1000# D H DICK 110 lel 10¹ L E C lol in 1000 # 31 1000
SEATWORK: 20 KN/m Rah Rav 1. Solve for the reactions. 9m 60 KN/m Rb
7) Find the force in each cable needed to support the load of 300 pounds. You may want to use vectors. Note that the points A and B are on the x axis to the right and left of the y axis at a distance of 2 feet from the y axis, the point Cis on the y axis at a distance of 6 feet from the origin, and the point D is above the y axis at a height of 10 feet. 10 ft
ses This course DIOCKS Members AC and AB support the 300-Ib crate. Determine the tensile force developed in member (AB). 3 ft 4 ft 4 ft Select one: a. F(AB) = 181.827 lb O b. F(AB) = 214 lb O c. F(AB) = 114 lb O d. F(AB) = 282 lb 17:29 AN
Compute the magnitudes of all forces acting on member CDE of the frame. answer: Pbc= 10.0 kips, Pbd= 20.0 kips, E= 19.70 kips
For the fig. shown, compute the force on each member Of the truss. Indicate whether the member is in tension(T) Or compression 0. Answers must be tabulated like below. 48 kN 4m--4 m--4 DI Tor C 36KN(sample T(sample only) Member Force AB 4.5 m AC BC BD ВЕ Etc Until all members are included
Far the truss sown in figure, the megritade of the force in member R ard the support reaction at Rare eively
1. Given the truss below, solve the force experienced by each members and indicate if by step it is a compression or tension force. Box your final answers. Follow the step guide from the previous lesson. Upload your complete solution (PDF) 2 m. 40 kN # -2 m- 50 kN D -2 m 1.5 m -30 kN 1.5 m B 40 KN 1.5m
The structure is subjected to loadings as shown. Determine the forces in member (kN) CF. CG, GE. and HE of the truss. Note: Round off only on your final answer in 3 decimal places. No need to type the units. Ifit is in compression, kindly include the negative sign together with the numerical value. No need to type the word "compression". If it is in tension. just input the numerical value. No need to type the word "lension" or **. Given: P- 30 kN P2. 20 kN P3- 15 kN P4= 45 kN m 5 m
Question 16 10 20 kN 20 kN 20 kN 3m -40 kN 3m D. 3 m 40 kN- 3 m 6 m Determine the force in member CE. If the force is in compression, write your answer as negative. If the force is in tension, just input the value
Step 1 of 25 Draw free body diagram of the truss. FBC FCD FAB FBD FBE FAE FDE A 20 ft 20 ft Step 2 of 25 The joint C in the truss is considered for analysis by using the method of joint. Assume all the force in the member to be in tension. P = 100 ki FBC FCD

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