Symbolize the following argument, using the provided reference key that indicates the capital letters

to represent affirmative ordinary language simple statements. Also symbolize the relevant logical

operators. Use the Indirect Truth Table Method to determine the validity of this argument, and explain

how you determined your answer. $(10$ marks.$)$

"Wittgensteinians are right if logic is embedded in language. But logic is embedded in language if

and only if logic varies as language varies. And logic is language$-$relative if logic varies as

language varies. Moreover, given that logic is language$-$relative, contradictions may be true in some

languages. Therefore, Wittgensteinians are right only if contradictions may be true in some

languages."

$[W=$ Wittgensteinians are right. $E=$ Logic is embedded in language. $V=$ Logic varies as language

varies. $R=$ Logic is language relative. $C=$ Contradictions may be true in some languages.$]$