Reasoning: Inequalities Questions for IBPS PO Prelims – Set 15

   
Direction (1-6): Relationship between different elements is shown in the statements. Find if the conclusions also follow or not.  

  1. Statements: H ≥ O = U ≥ B < L = P; D < N = B ≥ S > K
    Conclusions:
    I. K < L
    II. H ≥ K 
    A) only I follows
    B) only II follows
    C) either I or II follows  
    D) neither I nor II follow
    E) both I and II follow
    View Answer
    Option A 
  2. Statements: B < N = T ≥ G > H = F;  G > L = D > V; L > W = A
    Conclusions:
    I. A < H
    II. V < B
    A) only I follows
    B) only II follows
    C) either I or II follows
    D) neither I nor II follow
    E) both I and II follow
    View Answer
    Option D 
  3. Statements: F ≥ V = T ≥ G < L ≤ D = S; E = Q < T ≤ N; Q > P = W
    Conclusions:
    I. D > N
    II. F > W
    A) only I follows
    B) only II follows
    C) either I or II follows
    D) neither I nor II follow
    E) both I and II follow
    View Answer
    Option B 
  4. Statements: N > D ≥ F > J; E < L ≤ G < S < P < F; G > W
    Conclusions:
    I. W < J
    II. J ≤ W
    A) only I follows
    B) only II follows
    C) either I or II follows
    D) neither I nor II follow
    E) both I and II follow
    View Answer
    Option C
    Solution:
    W < G < S < P < F > J. So no relation between W and J, so
    1) either W > J or W ≤ J follows  OR
    2) either W < J or ≥ J follows   —— which is given case
  5. Statements: H > L = G ≥ S < L ≤ W; S > W > P = R ≤ V; P < X = O
    Conclusions:
    I. W > R
    II. O > R
    A) only I follows
    B) only II follows
    C) either I or II follows
    D) neither I nor II follow
    E) both I and II follow
    View Answer
    Option E 
  6. Statements: V < E = D = W ≥ L; F ≥ S = D < K; L ≥ R = H ≥ B
    Conclusions:
    I. B < S
    II. B = S
    A) only I follows
    B) only II follows
    C) either I or II follows
    D) neither I nor II follow
    E) both I and II follow
    View Answer
    Option C
    Solution:
    B ≤ L ≤ W = D = S, so B ≤ S 

 

  1. Which of the following would replace % and # in the following expression so that A ≤ B holds true?
    Q < D % S ≥ A = W; B ≥ P # D = Z > X
    A) >, ≤
    B) ≥, >
    C) ≥, ≥
    D) >, =
    E) None of these
    View Answer
    Option C
    Solution:
    A ≤ S ≤ D ≤ P ≤ B
  2. In which of the following expressions does the expression ‘B ≤ H’ and ‘A > G’ definitely hold true?
    A) A = B < F ≥ H = K > G > D
    B) D > A = G ≥ B = F ≤ G < H
    C) A < O > G < H = H ≥ S ≥ B
    D) G = U ≤ B = E ≤ H = O < A
    E) None of these
    View Answer
    Option D
     
  3. In which of these expression ‘L > P’ is definitely false?
    A) W < P ≥ S ≥ Q < N> A ≥ L > V
    B) N > L > M = D ≥ B = A > P = R
    C) M ≤ A > L > W ≥ V ≤ B = P < S
    D) S > L = C ≥ H = H ≥ P ≤ Q = T
    E) B > L ≤ A = M < Q ≤ T = P < G
    View Answer
    Option E
    Solution:
    In A, B, C – relation between L and P cannot be determined, so cannot be told that whether ‘A ≤ P’ is definitely false or not.
    In D) – L ≥ P, so cannot be said that whether L > P or L = P, so cannot be said that ‘L > P’ is definitely false
    In E) – L < P, so ‘L > P’ is definitely false
  4. In which of these expression ‘A ≤ P’ is definitely false?
    A) W < P ≥ S ≥ Q < N> A ≥ R > V
    B) N > A > M = D ≥ B = L > P = R
    C) M ≤ A > L > W ≥ V ≤ B = P < S
    D) S > A > = C ≤ H = P ≤ Q = T = K
    E) B > L ≤ A > M ≥ Q < T > P < G
    View Answer
    Option B
    Solution:
    In B) – A > P so ‘A ≤ P’ is definitely false. In other option, relation between A and P cannot be determined, so cannot be told that whether ‘A ≤ P’ is definitely false or not.

Click here for more practice questions on Inequalities

 

 

32 thoughts on “Reasoning: Inequalities Questions for IBPS PO Prelims – Set 15”

        1. when there is no relation between two elements say T and H
          then T > H or T <=H
          and T =H
          both follow with either or
          Take C > A 3 < 9.
          so now we see that 6 n 9 have some relation. either 6 9
          so when we are given same elements like P > Q and P ≤ Q
          then either or

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