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MCQ: Coded Inequality- 2 - SSC CGL MCQ


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15 Questions MCQ Test General Intelligence and Reasoning for SSC CGL - MCQ: Coded Inequality- 2

MCQ: Coded Inequality- 2 for SSC CGL 2024 is part of General Intelligence and Reasoning for SSC CGL preparation. The MCQ: Coded Inequality- 2 questions and answers have been prepared according to the SSC CGL exam syllabus.The MCQ: Coded Inequality- 2 MCQs are made for SSC CGL 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for MCQ: Coded Inequality- 2 below.
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MCQ: Coded Inequality- 2 - Question 1

If the expression, ‘B > A; G < E > T; T ≥ B’ are definitely true then which of the following combinations will be possibly false?

Detailed Solution for MCQ: Coded Inequality- 2 - Question 1

Given statement: B > A; G < E > T; T ≥ B

On combining the statements,

G < E > T ≥ B > A

Checking Option A:

E > A is true.

Checking Option B:

T > A is true.

Checking Option C:

G > B is not true because of opposite sign between them.

Hence, Option C is correct.

MCQ: Coded Inequality- 2 - Question 2

If the expression, ‘A ≥ B; J > E; O < F = A; B > J’ are definitely true then which of the following combinations will possibly false?

Detailed Solution for MCQ: Coded Inequality- 2 - Question 2

Given statements: A ≥ B; J > E; O < F = A; B > J
On combining the statements:
O < F = A ≥ B> J > E
Checking Option A:
F > J is true.
Checking Option B:
A > E is true.
Checking Option D:
B > O is not true because of opposite sign between them.
Hence, Option D is correct.

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MCQ: Coded Inequality- 2 - Question 3

Which of the following symbol(s) should be placed in place of the question mark in the following expression in order to make K < J and I ≥ H definitely true?
K = H ___ G ≤ I < J

Detailed Solution for MCQ: Coded Inequality- 2 - Question 3

Check options one by one
Checking Option A:
K = H < G ≤ I < J
Here, K < J is true but I ≥ H is not true because it make definite relation I < H.
Checking Option B:
K = H ≤ G ≤ I < J
Here, K < J and I ≥ H both follow.
Checking Option C:
K = H = G ≤ I < J
Here, K < J and I ≥ H both follow.
Hence, Option D is correct.

MCQ: Coded Inequality- 2 - Question 4

Which of the following symbol(s) should be placed in place of the question mark in the following expression in order to make 85 < 96 and 68 ≥ 75 definitely true?
75 = 66 ≤ 85 __ 68 < 99 < 96

Detailed Solution for MCQ: Coded Inequality- 2 - Question 4

Check options one by one
Checking Option A: 75 = 66 ≤ 85 < 68 < 99 < 96
Here, 85 < 96 is true but 68 ≥ 75 is not true.
Checking Option B: 75 = 66 ≤ 85 ≤ 68 < 99 < 96
Here, 85 < 96 and 68 ≥ 75 both follow.
Checking Option C: 75 = 66 ≤ 85 > 68 < 99 < 96
Here, 85 < 96 and 68 ≥ 75 both doesn't follow.
Checking Option D: 75 = 66 ≤ 85 ≥ 68 < 99 < 96
Here, 85 < 96 and 68 ≥ 75 both doesn't follow.
Hence, Option B is correct.

MCQ: Coded Inequality- 2 - Question 5

Direction: Which of the following set of letters when filled in the blanks from left to right will make “Q > W” definitely true?
__ ≤   __ < __ >   __<

Detailed Solution for MCQ: Coded Inequality- 2 - Question 5

Let us check each of the options one by one.
__ ≤   __ < __ >   __<

Option A: Here, W ≤ L < M > E < Q
So, Q > W is not true.
Thus option A does not follow.
Option B: Here, E ≤ W < L > Q < N
So, Q > W is not true.
Thus option B does not follow.
Option C: Here, H ≤ D < Q > M < W
So, Q > W is not true.
Thus, option C does not follow.
Hence, Option D is correct.

MCQ: Coded Inequality- 2 - Question 6

Direction: Which of the following symbols should be placed in the blank space to complete the given expression in such a manner that ‘C ≥ U’ definitely holds true?
B ≥ U > O; K < B ___ Q ≤ C

Detailed Solution for MCQ: Coded Inequality- 2 - Question 6

B ≥ U > O; K < B ___ Q ≤ C
On combining,
O < U ≤ B ____ Q ≤ C
Replacing the signs of option A in the given inequality,
O < U ≤ B > Q ≤ C
It doesn’t satisfy the given condition.
Replacing the signs of option B in the given inequality,
O < U ≤ B ≤ Q ≤ C
It satisfies the given condition.
Replacing the signs of option C in the given inequality,
O < U ≤ B ≥ Q ≤ C
It doesn’t satisfy the given condition.
Replacing the signs of option D in the given inequality,
O < U ≤ B < Q ≤ C
It doesn’t satisfy the given condition.
Hence, Option B is correct.

MCQ: Coded Inequality- 2 - Question 7

Direction: Which of the following symbols should be placed in the blank space to complete the given expression in such a manner that ‘N < T’ definitely holds true?
T = H ≥ S; N ? L ≤ S

Detailed Solution for MCQ: Coded Inequality- 2 - Question 7

T = H ≥ S; N ? L ≤ S
On combining,
N ? L ≤ S ≤ H = T
Replacing the signs of option A in the given inequality,
N < L ≤ S ≤ H = T
It satisfies the given condition.
Replacing the signs of option B in the given inequality,
N ≤ L ≤ S ≤ H = T
It doesn’t satisfy the given condition.
Replacing the signs of option C in the given inequality,
N ≥ L ≤ S ≤ H = T
It doesn’t satisfy the given condition.
Replacing the signs of option A in the given inequality,
N > L ≤ S ≤ H = T
It doesn’t satisfy the given condition.
Hence, Option A is correct.

MCQ: Coded Inequality- 2 - Question 8

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statement: 
L > W ≥ Q = G; B ≤ G < K = M
Conclusions: I. B > L  II. M < W

Detailed Solution for MCQ: Coded Inequality- 2 - Question 8

Combining statements: L > W ≥ Q = G; B ≤ G < K = M
Checking C1: B > L
Here, B ≤ G = Q ≤ W < L.
So, B < L is definitely true.
Therefore, B > L is not true.
Checking C2: M < W
Here, W ≥ Q = G < K = M.
We can clearly see that the signs between M and W get reversed therefore the relation between M and W cannot be formed.
Therefore, M < W is not true.
Hence, Option D is correct.

MCQ: Coded Inequality- 2 - Question 9

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statement: 
124 > 343 = 149 ≥ 248; 149 < 328 ≤ 510; 510 > 320 < 620
Conclusions: I. 343 < 510  II. 620 < 328

Detailed Solution for MCQ: Coded Inequality- 2 - Question 9

Combining statements: 124 > 343 = 149 ≥ 248; 149 < 328 ≤ 510; 510 > 320 < 620
Checking C1: 343 < 510
Here, 343 = 149 < 328 ≤ 510
The common sign between 343 and 510 is =, < and ≤.
Therefore, 343 < 510 is true.
Checking C2: 620 < 328
Here, 328 ≤ 510 > 320 < 620.
We can clearly see that the signs between 620 and 328 get reversed therefore the relation between 620 and 328 cannot be formed.
Therefore, 620 < 328 is not true.
Hence, Option A is correct.

MCQ: Coded Inequality- 2 - Question 10

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statement: 
M = N > P ≥ T; L > S ≥ M = A < B
Conclusions: I. T ≤ M  II. L < M  III. S < B

Detailed Solution for MCQ: Coded Inequality- 2 - Question 10

Combining statements: M = N > P ≥ T; L > S ≥ M = A < B
Checking C1: T ≤ M
Here, M = N > P ≥ T.
So, T < M is definite true.
Therefore, T ≤ M is not true.
Checking C2: L < M
Here, L > S ≥ M.
So, L > M is definite true.
Therefore, L < M is not true.
Checking C3: S < B
Here, S ≥ M = A < B
We can clearly see that the signs between S and B get reversed therefore the relation between S and B cannot be formed.
Therefore, S < B is not true.
Hence, Option D is correct.

MCQ: Coded Inequality- 2 - Question 11

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statement: 
1 ≤ 2; 3 = 4; 1 ≥ 4; 5 > 2
Conclusions: I. 3 = 1  II. 1 > 3  III. 5 ≤ 2

Detailed Solution for MCQ: Coded Inequality- 2 - Question 11

Combining statements: 1 ≤ 2; 3 = 4; 1 ≥ 4; 5 > 2
Checking C1: 3 = 1
Here, 3 = 4 ≤ 1.
The common sign between 3 and 1 are = and ≤.
So, 3 = 1 is not definately true.
Checking C2: 1 > 3
Here, 3 = 4 ≤ 1.
The common sign between 3 and 1 are = and ≤.
So, 1 > 3 is not definitely true.
Checking C3: 5 ≤ 2
Here, 5 > 2 is definite true.
So, 5 ≤ 2 is not true.
Conclusions I and II are complementary pairs.
Hence, Option D is correct.

MCQ: Coded Inequality- 2 - Question 12

Which of the following symbol(s) should be placed in the place of the question mark in the following expression to make N < H true?
H = T ≥ I; N ? P ≤ I

Detailed Solution for MCQ: Coded Inequality- 2 - Question 12

By combining all the statements we get:
N ? P ≤ I ≤ T = H
Check options one by one
Checking Option A:
N < P ≤ I ≤ T = H, it satisfies the given condition.
Checking Option B:
N ≤ P ≤ I ≤ T = H, it doesn’t satisfy the given condition.
Checking Option C:
N > P ≤ I ≤ T = H, it doesn’t satisfy the given condition.
Checking Option D:
N ≥ P ≤ I ≤ T = H, it doesn’t satisfy the given condition.
Hence, Option A is correct.

MCQ: Coded Inequality- 2 - Question 13

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statements: 
S ≥ D < P = F > O > Q = X > W
Conclusions: I. S > P  II. F < X  III. W < P

Detailed Solution for MCQ: Coded Inequality- 2 - Question 13

Given statement: S ≥ D < P = F > O > Q = X > W
Checking C1: S > P
Here, S ≥ D < P, so no relation is possible because of opposite sign between them.
Therefore, C1 doesn’t follow.
Checking C2: F < X
Here, F > O > Q = X, so F > X is true.
So, F < X is not true.
Therefore, C2 doesn’t follow.
Checking C3: W < P
Here, P = F > O > Q = X > W, so W < P is true.
Therefore, C3 follows.
Hence, Option B is correct.

MCQ: Coded Inequality- 2 - Question 14

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statements: 
J > M ≥ K;  S < L ≤ J;  R < M ≤ G
Conclusions: I. S < M  II. G ≥ K  III. M < L

Detailed Solution for MCQ: Coded Inequality- 2 - Question 14

By combining all the statements we get:
S < L ≤ J > M ≥ K; R < M ≤ G
Checking C1: S < M
Here, S < L ≤ J > M, so no relation is possible because of opposite sign between them.
Therefore, C1 doesn’t follow.
Checking C2: G ≥ K
Here,  G ≥ M ≥ K, so G ≥ K is true.
Therefore, C2 follows.
Checking C3: M < L
Here, L ≤ J > M, so no relation is possible because of opposite sign between them.
Therefore, C3 doesn’t follow.
Hence, Option D is correct.

MCQ: Coded Inequality- 2 - Question 15

Direction: In the following question, assume the given information to be true and mark the appropriate options.
Statements: 
N ≤ K < J; J > L > G; M < L < N
Conclusions: I. K > L  II. G > M

Detailed Solution for MCQ: Coded Inequality- 2 - Question 15

By combining all the statements we get:
M < L < N ≤ K < J; J > L > G
Checking C1: K > L
Here, M < L < N ≤ K < J, so K > L.
Therefore, C1 follows.
Checking C2: G > M
Here, M < L > G, so no relation is possible because of opposite sign between them.
Therefore, C2 doesn’t follow.
Hence, Option A is correct.

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