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Test: Method of Section - Civil Engineering (CE) MCQ


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10 Questions MCQ Test Engineering Mechanics - Test: Method of Section

Test: Method of Section for Civil Engineering (CE) 2024 is part of Engineering Mechanics preparation. The Test: Method of Section questions and answers have been prepared according to the Civil Engineering (CE) exam syllabus.The Test: Method of Section MCQs are made for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for Test: Method of Section below.
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Test: Method of Section - Question 1

A pin-jointed tower truss is loaded as shown in the below figure. The force induced in the member DF is

Detailed Solution for Test: Method of Section - Question 1


Take the section X-X and consider the upper part of the section. 

Take moment about C
FDF x 4 + 2 x 3 = 0
FDF x 4 = - 2 x 3
⇒ FDF = - 1.5 kN = 1.5 kN (Compression) 

Test: Method of Section - Question 2

Two steel truss members, AC and BC, each having cross sectional area of 200 mm2 are subjected to a horizontal force F as shown in figure.

If F = 2 kN, the magnitude of the vertical reaction forces at the point A and B are:

Detailed Solution for Test: Method of Section - Question 2


 

T1 cos30 + T2 cos60 = F
0.866 T1 + 0.5 T2 = F  ......(1)
T1 sin 30° = T2 sin60°
T1 = 1.732 T2   ......(2)​
From (1) and (2):
2T2 = F ⇒ T2 = F/2 = 2/2 = 1 kN
T1 = 1.732 kN
RB = T2 sin60 = 0.866 kN
RA = T1 sin30 = 0.866 kN

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Test: Method of Section - Question 3

Find the forces in member DF and FG

Detailed Solution for Test: Method of Section - Question 3


Form force and moment equilibrium:
Gx = P, Gy = 0, Hx = 0
To calculate the fore in member DF, take joint D or F. know the forces in any member
Looking at joint A:

looking at joint B:

looking at joint D

Looking at joint G:

Test: Method of Section - Question 4

For the truss shown in the figure, the forces F1 and F2 are 9 kN and 3 kN, respectively. The The force (in kN) in the member QS is

Detailed Solution for Test: Method of Section - Question 4



At point P,

Using Lami’s theorem

Now, again from equation (1)

At point S,


FPS × cos θ = FSQ × cos θ
FPS = FSQ = 11.25 kN
FSQ = 11.25 kN (tensile)
As both FPS and FSQ have opposite directions.

Test: Method of Section - Question 5

Method of section cuts the whole structure of trusses into a section and then uses the cut out portion for the calculations of the unknown forces. For this method, at most two forces must be collinear.

Detailed Solution for Test: Method of Section - Question 5

Method of section cuts the whole structure of trusses into a section and then uses the cut out portion for the calculations of the unknown forces. For this method, we don’t require two forces to be collinear. But if the forces are collinear than the task of determining the unknown forces is very easy.

Test: Method of Section - Question 6

The method of joints helps us to find out the unknown force in the trusses joint. And the method of section helps us to make the calculation of the direction of the zero members.

Detailed Solution for Test: Method of Section - Question 6

Method of joints defines as if the whole truss is in equilibrium then all the joints which are connected to that truss is in equilibrium. While the method of section cuts the whole structure of trusses into section and then uses the cut out portion for the calculations of the unknown forces. Thus both the methods are used for the same purpose.

Test: Method of Section - Question 7

Why the determination of the support reaction needs to be done before isolating the section?

Detailed Solution for Test: Method of Section - Question 7

The determination of the force of the unknown element is done by the method of section. For this the section is isolated from the main structure and then calculation is done after. But before that the determination of the support reaction needs to be done.

Test: Method of Section - Question 8

The determination of the truss’s support reaction is done first and then the section is isolated for the method of the section.

Detailed Solution for Test: Method of Section - Question 8

The determination of the force of the unknown element is done by the method of the section. For this the section is isolated from the main structure and then the calculation is done after. But before that the determination of the support reaction needs to be done.

Test: Method of Section - Question 9

We have three method to solve for the unknown force in the trusses. They are method of section, method of joints and rotational vector method.

Detailed Solution for Test: Method of Section - Question 9

The main methods for the solving for the unknown force on the truss are method of section and the method of joints. The other method is just given for the sake of confusion. This means that only two main methods are to applied for solving the unknown force on a truss.

Test: Method of Section - Question 10

The free diagram of the section of the truss is made for the section having the least number of the forces. This is done as to make the calculations easy.

Detailed Solution for Test: Method of Section - Question 10

The part of the calculation is made easier if the flow diagram of that section is made which is having the least number of forces. Thus for the sake of the calculation this is done. Or one can say that for getting the unknown force we use this method.

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