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GATE Mock Test Civil Engineering (CE)- 2 - Civil Engineering (CE) MCQ


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30 Questions MCQ Test - GATE Mock Test Civil Engineering (CE)- 2

GATE Mock Test Civil Engineering (CE)- 2 for Civil Engineering (CE) 2024 is part of Civil Engineering (CE) preparation. The GATE Mock Test Civil Engineering (CE)- 2 questions and answers have been prepared according to the Civil Engineering (CE) exam syllabus.The GATE Mock Test Civil Engineering (CE)- 2 MCQs are made for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for GATE Mock Test Civil Engineering (CE)- 2 below.
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GATE Mock Test Civil Engineering (CE)- 2 - Question 1

Directions: The word pair given in the following question has a certain relationship. Select from answer choices, a word pair having the same relationship.

Watch : Look

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 1
Both are similar activities.
GATE Mock Test Civil Engineering (CE)- 2 - Question 2

Find the 4th word which is related to the 3rd word in the same way the 2nd term is related to the first term:

LAMP:PALM :: MALE:____

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 2
PALM is obtained by 4th+2nd+1st+3rd letters from LAMP so similarly doing for MALE, the word obtained is EAML
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GATE Mock Test Civil Engineering (CE)- 2 - Question 3

Directions: Select the most appropriate word/phrase among the choices to complete the sentence.

In the Indian system of government, the Prime Minister is the ________ of all power.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 3
There can be some confusion in this question regarding the blank being filled by `center` or `fountainhead` as both seem appropriate. Options (2) and (3) can be both neglected as both mark sentences factually incorrect. Now, `fountainhead` means main or original source of anything, as Prime Minster is source of all power. Center of Power shall not be that correct because it can be attributed to the post of Prime Minister not the person himself. Fountainhead is better suited for the blank.
GATE Mock Test Civil Engineering (CE)- 2 - Question 4

The letters P, Q, R, S, T, U and V, not necessarily in that order, represents seven consecutive integers from 22 to 33.

(i) U is as much less than Q as R is greater than S.
(ii) V is greater than U.
(iii) Q is the middle term.
(iv) P is 3 greater than S.

Find the sequence of letters from the lowest value to the highest value.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 4

From (iii), Q is the middle term.___ ___ ___ _Q_ ___ ___ ___
From (iv), there must be exactly 2 numbers between P and S which gives two possible positions.
[1] ___ _S_ ___ _Q_ _P_ ___ ___
[2] ___ ___ _S_ _Q_ ___ _P_ ___
From (i), the number of letters between U and Q must be same as the number of letters between S and R.
Also, the number of letters between them can be 1, 2 or 3.
Using trial and error, it can be found that there must be 2 letters between them. Also, it is possible only in [2] above.
[2] ___ _U_ _S_ _Q_ _R_ _P_ ___
From (ii) V must be the highest and the remaining T must be the lowest number.
_T_ _U_ _S_ _Q_ _R_ _P_ _V_
Thus, the sequence of letters from the lowest value to the highest value is TUSQRPV.

GATE Mock Test Civil Engineering (CE)- 2 - Question 5

The average age of a couple at the time of their marriage was 25 years. Now, after 8 years, they have a 3-year old daughter. What is the average age of the family now?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 5
At the time of marriage, sum of the ages of husband and wife = 25 × 2 = 50 years

8 years later, the sum of their ages will be

50 + 8 × 2 = 66 years

The age of daughter is 3 years.

Sum of the ages of the family = 66 + 3 = 69 years

Average age of the family = 69/3 = 23 years

GATE Mock Test Civil Engineering (CE)- 2 - Question 6

From the time the front of a train enters a platform, it takes 50 seconds for the back of the train to leave the platform, while traveling at a constant speed of 45 km/h. At the same speed, it takes 9 seconds to pass a man running at 9 km/h in the opposite direction of the train. What is the length of the train and that of the platform in meters, respectively?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 6
L1 = train length, L2 = platform length

t1 = L1+L2/V1

50 = L1+L2/[45x(1000/3600)]

L1+L2 = 625 m

t2 = L1/V1+V2

9 = L1/[54x(1000/3600)]

L1 = 135 m

L2 = 490 m

GATE Mock Test Civil Engineering (CE)- 2 - Question 7

The sum of n terms of series +…. is

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 7
nth term of given series =

nth term of given series =

nth term of given series =

So, S =

S =

S =

GATE Mock Test Civil Engineering (CE)- 2 - Question 8

Which Circle is missing?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 8
each circle has an identical pairing, albeit rotated
GATE Mock Test Civil Engineering (CE)- 2 - Question 9

Directions: Figure (x) is followed by four alternative figures (a), (b), (c) and (d) such that figure (x) is embedded in one of them. Choose the alternative figure in which figure (x) is embedded.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 9

From the above figure, it is clear that figure (x) is embedded in figure (a).

GATE Mock Test Civil Engineering (CE)- 2 - Question 10

Over the past few years, the deer population in northern Maine has declined significantly. Three years ago, a large landowner began clear cutting woodlands in areas of northern Maine, destroying underbrush that the deer feed on. Stopping the clear cutting will reestablish a healthy deer population.

Which of the following, if true, weakens the argument?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 10
Hunters' having been given more permits to hunt does five years ago would have had an effect on the number of fawns bom in the following spring. It would take a few years to return the deer population to numbers that existed before the doe permits were issued. The argument does not provide enough information to conclude that the landowner clear cut woodlands near the deer yards or interfered with the deer's ability to find enough food. Answer A is incorrect because it is outside the scope of the argument. Salt licks cannot replace a main source of food for the deer. Answer C is incorrect because it does not address the issue of clear cutting. There is not enough information in the passage to indicate that the clear cutting occurred where the deer seek food. Answer D is incorrect because the erosion of soil into a nearby river does not address the availability of food for the deer herds.
GATE Mock Test Civil Engineering (CE)- 2 - Question 11

Refer to the following data to answer the question that follows:

F(x) = modulus of x

G(x) = the largest integer less than or equal to x

H(x) = the smallest integer greater than or equal to x

I(x) = x, the real number

Find the value of

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 11

GATE Mock Test Civil Engineering (CE)- 2 - Question 12

Consider the following statements:

I. On a principal plane, only normal stress acts.
II. On a principal plane, both normal and shear stresses act.
III. On a principal plane, only shear stress acts.
IV. Isotropic state of stress is independent of frame of reference.

Which of the above statements is/are TRUE?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 12

Principal plane is defined as a plane on which only normal stress acts and shear stress is equal to zero. Hence, statement (I) is correct. Isotropic state means having same properties of material in all directions ("iso" - same," tropic" - direction). Hence, isotropic state of stress is independent of frame of reference or direction or axis.

GATE Mock Test Civil Engineering (CE)- 2 - Question 13

Two prismatic beams having the same flexural rigidity of 1000 kN-m2 are shown in the figures.

If the mid-span deflections of these beams are denoted by δ1 and δ2 (as indicated in the figures). The correct option is ______

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 13

GATE Mock Test Civil Engineering (CE)- 2 - Question 14

A splitting tensile test is performed on a cylinder of diameter D and length L. The ultimate load is P then the splitting tensile strength of concrete is given by

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 14
T = 2P / πDL
GATE Mock Test Civil Engineering (CE)- 2 - Question 15

Let A and B be non-singular square matrices of the same order. Consider the following statements.

(I) (AB)T = ATBT

(II) (AB)−1 = B−1A−1

(III) adj(AB) = (adj.A) (adj.B)

(IV) ρ(AB) =ρ(A)ρ(B)

(V) AB = A.B

Which of the above statements are false?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 15
The correct statements are

Thus statements I, III and IV are wrong.

GATE Mock Test Civil Engineering (CE)- 2 - Question 16

A vehicle having a projected area of 15m2 traveling at 70km/hr experiences a resistance of 2kN out of which 60% is due to drag. Calculate the drag coefficient. Given, that the density of air is 1.25 kg/m3.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 16

CD = 0.34

GATE Mock Test Civil Engineering (CE)- 2 - Question 17

For a wooden member of least thickness 50 mm to be connected to a nail, the nail diameter should not be more than _________.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 17
Given: t = 50 mm

Nail diameter is

d ≤ t/6

≤ 50/6

≤ 8.33 mm

GATE Mock Test Civil Engineering (CE)- 2 - Question 18

Calculate the force exerted(in kN) on a vane moving with a velocity of 7m/s by a jet of water having 30m/s.The density of water is 1020kg/m3. The sectional area of the jet is given as 5m2.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 18
Force exerted on vane by water jet is given by,

F = ρA(V - u)2 = 1020 x 5 x (30 - 7)2 ≈ 2698 kN

GATE Mock Test Civil Engineering (CE)- 2 - Question 19

The effective length of fillet weld having a length of 5 m and size of 1.75 m is ___________ m.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 19
Given: L = 5 m, s = 1.75 m

Effective length of fillet weld is

Leff = L - 2s

= 5 - 2(1.75)

= 1.5 m

*Multiple options can be correct
GATE Mock Test Civil Engineering (CE)- 2 - Question 20

(MSQ - This is a multiple select questions. One or more options is/are correct)

Choose the correct statement(s)

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 20

Friction circle method is based on total stress analysis, C is partially mobilized

Bishop's method of stability is based on effective stress approach

GATE Mock Test Civil Engineering (CE)- 2 - Question 21

A truck is facing in its intended direction of travel along the beam as shown below. For a truck traveling in the direction shown, the maximum live load bending moment at support C is

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 21
Construct an influence line for bending moment at support C. The line is constructed by plotting the change in response on a free body diagram of a section of beam at support C as a unit load travels across the structure.

Load position shown gives the maximum response in the beam at support C for the specified direction of travel. The maximum bending moment can be found by superposition as given below:

*Multiple options can be correct
GATE Mock Test Civil Engineering (CE)- 2 - Question 22

Which of the following statements regarding flow nets is/are correct?

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 22

Flow always exists on flowlines only: This is true. In a flow net, flow lines represent the path that water particles follow as they move through the soil. The flow of water is tangential to these lines.

For non-isometric mediums, flow fields are rectangular: This statement is not correct. The term "non-isometric" suggests that the medium is not homogeneous or the material properties vary from point to point. In such cases, the flow fields would not necessarily be rectangular; they would be distorted to reflect the varying permeability or other properties of the medium.

The velocity of flow is perpendicular to equipotential lines: This is true. In a flow net, equipotential lines are lines along which the hydraulic head is constant. The flow of water is perpendicular to these lines, which means that water moves from higher potential to lower potential.

Laplace equation is valid in flownets: This is true. The Laplace equation describes the behavior of the potential function in a field without any sources or sinks. In the context of flow nets, this equation is used because it applies to the conditions of steady, irrotational flow in an isotropic medium, which is often assumed when creating flow nets.

GATE Mock Test Civil Engineering (CE)- 2 - Question 23

If the velocity components of flow are u = 3xy3 and v = x3 - y3 , then the flow is

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 23

differentiating , we get

Substituting the values in equation of continuity, we get

= 0

Hence, flow is continuous.

*Answer can only contain numeric values
GATE Mock Test Civil Engineering (CE)- 2 - Question 24

The field capacity of a certain soil is 25% and the moisture content of the soil before irrigation is 9%. If the dry unit weight of soil is 18 KN/m³ then the depth (in mm, round off to the nearest integer) up to which soil profile will be saturated with an application of 65mm of water is _____.


Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 24
Moisture content before irrigation = 9%

Water is applied upto depth of 65mm.

Here, γdw = 18/9.81 = 1.83

Depth of Water applied(dw) = [F.C -(moisture content before irrigation)] x γdw x d

65 = (0.25 - 0.09) x 1.83 d

65/0.16 = 1.83 d

d = 221.99 ~ 222 mm

∴ Depth upto which the soil profile will get saturated = 222 mm

GATE Mock Test Civil Engineering (CE)- 2 - Question 25

The static indeterminacy of the two-span continuous beam with an internal hinge, shown below, is _____.

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 25
D = 3m + R - 3j - r

m = number of members = 4

R = number of external reaction = 4

j = number of joints = 5

r = number of reactions released = 2 - 1 = 1

So, D = 3 × 4 + 4 - 3 × 5 - 1 = 0

GATE Mock Test Civil Engineering (CE)- 2 - Question 26

In Simpson's rule for numerical integrating a curve, we divide the curve into

Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 26
In Simpson's rule for numerical integrating a curve, we divide the curve into parabolic strips.
*Answer can only contain numeric values
GATE Mock Test Civil Engineering (CE)- 2 - Question 27

For a partially saturated soil, the increase in pore water pressure when no drainage is permitted is _________ kPa. (Take Skempton's pore pressure parameters as A = 2.5 and B = 3.5, major and minor principal stress increments as 5.5 kPa and 1.75 kPa, respectively.) (Answer up to one decimal place)


Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 27

Given: Δσ1 =5.5 kPa and Δσ3 = 1.75 kPa

Increasing in pore water pressure is

= 3.5[1.75 + 2.5 (5.5 - 1.75)]

= 38.9 kPa

*Answer can only contain numeric values
GATE Mock Test Civil Engineering (CE)- 2 - Question 28

Solving using a 4-equal segment trapezoidal rule gives (round off to three decimal places) :


Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 28
I = ∫0πsin2x & n=4

Width of interval/segment,

h=(π−0)/4=π/4

Now, if f(x)=sin2x, then,

f(0)=sin2(0)=0

f(π/4)=sin2(π/4)=1/2

f(2π/4)=sin2(π/2)=1

f(3π/4)=sin2(3π/4)=1/2

f(4π/4)=sin2(π)=0

Then, as per trapezoidal rule,

I=h/2[f(0)+f(π)+2(f(π/4)+f(π/2)+f(3π/4))]

I = π/8[2x2]

I = π/8 x 4 = π/2

*Answer can only contain numeric values
GATE Mock Test Civil Engineering (CE)- 2 - Question 29

Given that the density of earth is 7.8 kg/m3, angle of repose is 60° and height of wall is 15 m. Considering the earth retained is level, the active pressure on retaining wall is __________ Pa. (Answer up to the nearest integer)


Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 29

= 12222 Pa

*Answer can only contain numeric values
GATE Mock Test Civil Engineering (CE)- 2 - Question 30

Calculate total elongation in mm due to axial load of 250kN applied to a flat bar of length 20m and 20mm thick tapering from a width of 150mm to 60mm. Assume E = 205GPa.(round up to 2 decimal places)


Detailed Solution for GATE Mock Test Civil Engineering (CE)- 2 - Question 30

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