Statements: $F > S > T > H > D$; $F H$ II. $S < G$ Which conclusion logically follows?

If both conclusions I and II follow. From $F > S > T > H > D$, we get $F > S > H$. Also, $F F$. Therefore $J > H$, so conclusion I follows. Since $S < F < G$, we also get $S < G$, so conclusion II follows.

Exams › IBPS PO › Reasoning

Statements: $F > S > T > H > D$; $F < L = J < G$ Conclusions: I. $J > H$ II. $S < G$ Which conclusion logically follows?

If only conclusion I follows
If both conclusions I and II follow
If either conclusion I or II follows
If neither conclusion I nor II follows

Correct answer: If both conclusions I and II follow

Solution

From $F > S > T > H > D$, we get $F > S > H$. Also, $F < L = J < G$ gives $J > F$. Therefore $J > H$, so conclusion I follows. Since $S < F < G$, we also get $S < G$, so conclusion II follows.

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