The given statement is B ≤ T ≤ G 11 D ≥ M ≥ N; K 22 G < H
Option (a) If 11 and 22 are replaced by ≥ and <, respectively then the equation will be B ≤ T ≤ G ≥ D ≥ M ≥ N; K < G < H
K < G ≥ D ≥ M ≥ N. Here, the definite relation between K and N cannot be determined. So, K > N is false.
B ≤ T ≤ G ≥ D. Here, the definite relation between B and D cannot be determined. So, D ≥ B is false. So, option (a) is incorrect.
Option (b) Option (a) If 11 and 22 are replaced by = and >, respectively then the equation will be B ≤ T ≤ G = D ≥ M ≥ N; K > G < H
K > G = D ≥ M ≥ N. Here, K > N.
B ≤ T ≤ G = D. Here, D ≥ B. So, option (b) is correct.
Option (c) Option (a) If 11 and 22 are replaced by = and <, respectively then the equation will be B ≤ T ≤ G = D ≥ M ≥ N; K < G < H
K < G = D ≥ M ≥ N. Here, the definite relation between K and N cannot be determined. So, K > N is false.
B ≤ T ≤ G = D. Here, D ≥ B.
So, option (c) is incorrect.
Option (d) Option (a) If 11 and 22 are replaced by ≥ and ≥, respectively then the equation will be B ≤ T ≤ G ≥ D ≥ M ≥ N; K ≥ G < H
K ≥ G ≥ D ≥ M ≥ N. Here, K ≥ N. So, K > N is false.
B ≤ T ≤ G ≥ D. Here, the definite relation between B and D cannot be determined. So, D ≥ B is false. So, option (d) is incorrect.
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