Inequality – Railway Reasoning (Part- 2)

Total Questions: 50

41. In this question, the statement is followed by four conclusions. Find out which conclusion is NOT true based on the given statement. [Group - D 26/09/2022 (Afternoon)]

Statement:
P ≥ T = W > L < S ≤ B

Correct Answer: (a) P ≤ W
Solution:

Given statement:
P ≥ T = W > L < S ≤ B
(a) P ≤ W False (as P ≥ T = W)
(b) P > L True (as P ≥ T = W > L)
(c) T > L True (as T = W > L)
(d) L < B True (as L < S ≤ B)
Here, option (a) is NOT true.

42. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 26/09/2022 (Evening)]

Statement:
K ≥ U = N > Q < R = T ≤ P

Correct Answer: (c) K > Q
Solution:

Given statement:
K ≥ U = N > Q < R = T ≤ P
(a) T < R False (as R = T)
(b) K = N False (as K ≥ U = N)
(c) K > Q True (as K ≥ U = N > Q)
(d) Q > U False (as U = N > Q)

43. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 27/09/2022 (Morning)]

Statement:
T < P < Q, N < M < S < T

Correct Answer: (a) N < Q
Solution:

Given statement: T < P < Q, N < M < S < T
(a) N < Q
True (as N < M < S < T and T < P < Q)
(b) Q < S False (as S < T and T < P < Q)
(c) P < M False (as M < S < T and T < P)
(d) P < N
False (as N < M < S < T and T < P)

44. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 27/09/2022 (Afternoon)]

Statement:
X ≥ W > U ≤ Y = V > Z

Correct Answer: (b) U < X
Solution:

Given statement: X ≥ W > U ≤ Y = V > Z
(a) Z = Y False (as Y = V > Z)
(b) U < X True (as X ≥ W > U)
(c) V < U False (as U ≤ Y = V)
(d) W < V False (as W > U ≤ Y = V)

45. A statement is given followed by four conclusions. Find out which conclusion is INCORRECT based on the given statement. [Group - D 27/09/2022 (Evening)]

Statement:
G ≥ B > D > P < H = C
Conclusions:
(1) P < C
(2) G > P
(3) D < C
(4) B > P

Correct Answer: (d) 3
Solution:

Given statement: G ≥ B > D > P < H = C
1) P < C True (as P < H = C)
2) G > P True (as G ≥ B > D > P)
3) D < C False (as D > P < H = C)
4) B > P True (as B > D > P)
So, option (3) is incorrect.

46. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 28/09/2022 (Morning)]

Statements:
B < D, C = E, F > D, E < G, K = G, C < F
Conclusions:
1. G > C
2. G < C

Correct Answer: (a) Only conclusion 1 follows.
Solution:

Given statements:
B < D, C = E, F > D, E < G, K = G, C < F
1. G > C True (as C = E, E < G)
2. G < C False (as C = E, E < G)
Only conclusion 1 follows.

47. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 28/09/2022 (Afternoon)]

Statement:
G < L < T > Y = V ≥ P > X

Correct Answer: (c) P ≤ Y
Solution:

Given statement :
G < L < T > Y = V ≥ P > X
(a) G < Y False (as G < L < T > Y)
(b) G ≤ T False (as G < L < T)
(c) P ≤ Y True (as Y = V ≥ P)
(d) Y > L False (as L < T > Y)

48. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 28/09/2022 (Evening)]

Statement:
E ≤ D < K = A > P > Z

Correct Answer: (d) A > E
Solution:

(a) Z = E false(as, E ≤ D < K = A > P > Z)
(b) A ≥ Z false (as, A > P > Z)
(c) P > D false (as, D < K = A > P)
(d) A > E True (as, E ≤ D < K = A)

49. Select the correct conclusion(s) / option that could be drawn from the given statements(s). [Group - D 28/09/2022 ( Evening)]

Statement:
Z > Q > L = J < R < P

Correct Answer: (a) J < Z
Solution:

J < Z → (true) (as Z > Q > L = J)
P < L → (false) (as L = J < R < P)
Q < P → (false) (as Q > L = J < R < P)
R > Z → (false) (as Z > Q > L = J < R)
Hence option (a) is the right answer

50. In this question, the statement is followed by four conclusions. Find out which conclusion is NOT true based on the given statement. [Group - D 29/09/2022 (Afternoon)]

Statement:
I > Q > P ≥ S = U < M ≤ Z

Correct Answer: (d) I < P
Solution:

(a) P ≥ U true(as, P ≥ S = U)
(b) Q > S true (as, Q > P ≥ S)
(c) Z > U true (as, U < M ≤ Z)
(d) I < P false(as, I > Q > P)
Only statement I < P which does not follow the conclusion