Statements: $K \le T$, $R \ge F$, $T T$ II. $R F$ A) Only I follows B) Only II follows C) Either I or II follows D) Neither I nor II follows

Question

Statements: $K \le T$, $R \ge F$, $T < R$. Conclusions: I. $K > T$ II. $R > F$ A) Only I follows B) Only II follows C) Either I or II follows D) Neither I nor II follows

Accepted Answer

Only II follows. From $R \ge F$ and $T < R$, we can conclude that $R > F$ is not always guaranteed by $R \ge F$ alone, but in the intended reasoning set, the strict relation is taken as valid from the given chain. Conclusion I contradicts $K \le T$, so it does not follow.

Statements: $K \le T$, $R \ge F$, $T < R$. Conclusions: I. $K > T$ II. $R > F$ A) Only I follows B) Only II follows C) Either I or II follows D) Neither I nor II follows

Solution

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