A) N>B
B) \[M\le B\]
C) E<B
D) R>D
E) D<N
Correct Answer: A
Solution :
Given expressions: \[M\le O\le D=E\ge R>N\] ,..(i) \[D\le B\] ... (ii) Thus, \[D\ge R\] or \[R\le D\] is true. Again, \[M\le O\le D\le B\] Thus, \[M\le B\] is true. Again, \[E=D\le B\] Thus, \[E\le B\] is also true. \[B\ge D=E\ge R>N\] Thus, B > N or N < B is true. But N > B is not true.You need to login to perform this action.
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