Coded Inequalities section 2 MCQ Detailed Explanation And More Example

MOST IMPORTANT verbal reasoning - 3 EXERCISES

Top 10,000+ Verbal Memory Based Exercises

Directions:

In the following questions, certain symbols are used with the following meanings:

  • P × Q means P is not smaller than Q.
  • P - Q means P is neither greater than nor smaller than Q.
  • P+ Q means P is not greater than Q.
  • P @ Q means P is neither smaller than nor equal to Q.
  • P ÷ Q means P is neither greater than nor equal to Q.
  • P © Q means P is not equal to Q.

Now in each of the following questions, assuming the given statements to be true, find which of the two conclusions I and II given below them is/are definitely true.

The following question based on Coded Inequalities topic of verbal reasoning

Questions : Statements:
D × E, S ÷ E, S - X, M @ S
Conclusions:
I.D @ M
II.D + M

(a) If only conclusion II is true.

(b) If either conclusion I or II is true.

(c) If only conclusion I is true.

(d) If neither conclusion I nor II is true.

e) If both conclusions I and II are true.

The correct answers to the above question in:

Answer: (b)

@ → >

× → ≥

– → =

÷ → <

+ → ≤

© → ≠

D ≥ E > S = X, M > S.

I. D > M

II. D ≤ M

So either conclusion I or II is true

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Read more question and answers set 2 Based Verbal Reasoning Questions and Answers

Question : 1

Statements:
T ÷ R, P @ A, R + A, L - T
Conclusions:
I. L ÷ P
II. A @ L

a) If only conclusion II is true.

b) If either conclusion I or II is true.

c) If only conclusion I is true.

d) If neither conclusion I nor II is true.

e) If both conclusions I and II are true.

Answer: (e)

@ → >

× → ≥

– → =

÷ → <

+ → ≤

© → ≠

L = T < R ≤ A < P

I. L < P

II. A > L

So both conclusion I and II is true

Question : 2

Statements:
A + P, A @ T, T - N, N × S
Conclusions:
I. P × S
II.P + S

a) If only conclusion II is true.

b) If either conclusion I or II is true.

c) If only conclusion I is true.

d) If neither conclusion I nor II is true.

e) If both conclusions I and II are true.

Answer: (d)

@ → >

× → ≥

– → =

÷ → <

+ → ≤

© → ≠

P ≥ A > T = N ≥ S

I. P ≥ S

II. P ≤ S

So neither conclusion I nor II is true

Question : 3

Statements:
J-O, T + O, T © Y, E × J
Conclusions:
I. E © T
II. E @ T

a) If only conclusion II is true.

b) If either conclusion I or II is true.

c) If only conclusion I is true.

d) If neither conclusion I nor II is true.

e) If both conclusions I and II are true.

Answer: (d)

@ → >

× → ≥

– → =

÷ → <

+ → ≤

© → ≠

E ≥ J = O ≥ T ≠ Y

I. E ≠ T

II. E > T

So neither conclusion I or II is true

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