Rules of inference question help
So I've been working at this question for the longest while, now, but just keep going around in circles and can't figure how to complete it. I am given these premises \[-q \rightarrow (r \rightarrow -s)\] \[-p \rightarrow r\] \[-q v w \] (not q or w) \[-(p v w)\] (not of p or w) I must show that the conclusion -s (not s) is valid
@zepdrix
I'm not sure what you mean by material implication
Oh, I know what you mean now
Okay, I will try again now.
if that doesn't work, lmk... I'm not sure it will since that's usually my first stab at things;
@inkyvoyd I've did a few things and I'm now left with ~r v s and p v r. I'm unsure of how to go along from here
I turned the first two premises into implications. Turned the ~(p v w) to ~p ^ w using De Morgan's. Simpliied that to ~w. Used disjunctive syllogism twice
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