Question

In these questions, the relationship between different elements is shown in the statements. These statements are followed by two conclusions. Choose the right option
Statements
$Q=Z$
$C\ge G$
$G\ge Q$
$Q\ge R$
$J\ge C$
Conclusions
I. $G\ge Z$
II. $C\ge R$

• 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 conclusion I and II follow

Answer 1

The correct option is A Only conclusion I follows

In the statements, Q = Z, C $\ge$ G, G $\ge$ Q, Q $\ge$ R, J $\ge$ C
Combining all these statements, we get
$J\ge C\ge G\ge Q=Z\ge R$
I. G $\ge$ Z $\Rightarrow$ True (because G $\ge$ Q and Q = Z, so G $\ge$ Z)
II. C $\ge$ R $\Rightarrow$ partly true (because if R = 10 then Q = 10 and 11. If, take Q = 11 then G = 11 and 12. If, take G = 12 then C = 12 and 13. So, C $\ge$ R will not true but if Q = 10, then G = 10 and 11. Once again G = 10, then C = 10 and 11, then it will true.)
So, only I is true.