construct a truth table for q --> (pV~q)
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Is something confusing you about how to go about this?
i get lost when making tables.. I know the first 3 columns are q p ~q but after that
Now make another column for \(p\vee \sim q\) and another column for \(q \implies p\vee \sim q\)
ok
Basically you want to have a column for the small pieces, then use those to make columns for the larger pieces until you can make a column for the whole expression.
ok so how do u know how many columns you use?
is V or
if so, I would do following 1- true 0 - false Count up all possibility at each condition 0 0 0 0 1 1 1 0 1 1 1 1
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