#Help needed! Propositional Logic and Rules of Inference question, Discrete Structures.
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No that's legal. $J \land C$ is more restrictive than $J$. That means if you prove for $J$, you prove for $J \land C$.
Yojda
In a more formal way, $(J \land C) \Rightarrow JKS$ \
$\equiv \neg J \lor \neg C \lor JKS$ \
And \
$J \Rightarrow JKS$ \
$\equiv \neg J \lor JKS$
Yojda
And you have $\neg J \lor JKS \Rightarrow \neg J \lor \neg C \lor JKS$
Yojda
That makes so much more sense now. Thanks!
@molten harbor has given 1 rep to @dire matrix