Inequality – Railway Reasoning (Part- 1)

Given statement:
J ≤ H ≤ G = R > Z = E > D
(a) D > R = false (as R > Z = E > D), here R is greater than D.
(b) J ≤ G = true (as J ≤ H ≤ G),
(c) H ≥ R = false (as H ≤ G = R), here H is either equal or less than R.
(d) Z < D = false (as Z = E > D), here Z is greater than D.
Therefore, we can say that only option(b) is correct.

Statement: Y < O ≤ G ≤ K = U > L > P
(a) Y < L = false (as Y < O ≤ G ≤ K = U > L), here There is no relation between Y and L.
(b) O = P = false (as O ≤ G ≤ K = U > L > P), here there is no relation between O and P.
(c) G = Y = false (as Y < O ≤ G), here G is greater than Y.
(d) K > P = true (as K = U > L > P),
Hence, only option (d) is correct.

We can arrange all as follows.
C < D < B ≤ E
I. B > C = true (as C < D < B),
II. E < D = false (as C < D < B ≤ E), here D is less than E.

Given statement :
A < B < C ≤ D = E > F > G
(a) D > G = true (as D = E > F > G),
(b) A > E = false (as A < B < C ≤ D = E), here E is greater than A.
(c) E > B = true (as B < C < D ≤ E),
(d) C ≤ E = true (as C ≤ D = E),
Hence only option (b) is incorrect.

Given statement :
G < D < K = R > T > Y > Q = H
(a) G = T = false (as G < D < R = T), here T is greater than G.
(b) D < T = true (as D < R = T),
(c) H > T = false (as T > Y > Q = H), here T is greater than H.
(d) R < G = false (as G < D < R), here R is greater than G.
Hence only option (b) is true.

Given statement :
A = F ≥ S > H < Z > R = G
I. S < G = false (as S > H < Z > R = G), here, there is no relation between S and G.
II. S ≥ A = false (as A = F ≥ S) here S is either equal or less than A.
Hence, neither conclusion I nor II is true.

Given statement: N > M < K = L ≥ I > J
I. L > J = true (as L ≥ I > J)
II. N > L = false (as N > M < K = L) here, there is no relation between N and L.
Hence, only conclusion (i) is true.

Given statement:
R > G > A > B = D = F > S
(a) S > D = false (as D = F > S) here, S is less than D.
(b) F > R = false (as R > G > A > B = D = F), here F is less than R.
(c) A > F = true (as A > B = D = F)
(d) A > R = false (as R > G > A), here R is greater than A.
Hence we can say that only option (c) is true.

Given statement:
V > R > N = U = H > C < G
(a) U > G = false (as U > H < C < G), here there is no relationship between U and G.
(b) N = H = true (as N = U = H)
(c) N > V = false (as V > R > N) here, V is greater than N.
(d) R = H = false (as R > N = U = H) here, R is greater than H.
Hence we can say that only option (b) is true.

Given statement:
X < Z = T > V > P < Y = O
(a) T < X False (as X < Z = T)
(b) V > Y False (as V > P < Y)
(c) T > Y False (as T > V > P < Y)
(d) O > P True (as P < Y = O)