In this question, a statement is given followed by three conclusions. Choose the conclusion(s) which best fit(s) logically.
Statement:
N ≤ R > Q ≥ S
Conclusions:
I. R ≥ S
II. S < R
III. N < Q
N ≤ R > Q ≥ S
conclusion I : R ≥ S
R ≥ S is not true . from the statement we have R > Q ≥ S
so $$ R > S $$ is true but R ≥ S not true
thus conclusion I not possible
conclusion II : S < R
from the statement we have R > S
thus S < R is true
conclusion III : N < Q
from the statement we cannot form a conclusion between N and Q
thus not true
only conclusion II is true
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