Question

In these questions, the relationship between different elements is shown in the statement. The statement is followed by two conclusions.

Statement
$S=R\ge Q;P<Q$
Conclusions
I. $S\ge P$
II. $R>P$

• A. Only conclusion I follows
• B. Only conclusion II follows
• C. Either conclusion I or II follows
• D. Neither conclusion I nor II follows
• E. Both conclusions I and II follow

Answer 1

The correct option is B Only conclusion II follows

Given statements
$S=R\ge Q$ ...(i)
P < Q ...(ii)
After combining these statements, we get
$S=R\ge Q>P$
I. $S\ge P$ = False
As, $S\ge Q>P$
So, S > P

II. R > P = True
As, $R\ge Q>P$
So, R > P