Hey...can anyone please explain how I figure out if ~(p ^ q) is equivalent or not equivalent to ~p ^ q

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Hey...can anyone please explain how I figure out if ~(p ^ q) is equivalent or not equivalent to ~p ^ q

Mathematics
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I believe you can use a truth table to check this. Make a truth table for each and see if they are the same.
It isn't the equivalence of ~(P ^ Q) would be ~P \/ ~Q according to DeMorgan's law.
does ^ = logical OR and \/ = logical AND?

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Other answers:

^ is and \/ is or
^ is the "and" and V is the "or"
I was thinking it was what zealhack was saying...but I always confuse myself!!
you can make a truth table. check each combination of true and false like this: p = true, q = true: ~(true ^ true) = ~(true) = false p = true, q = false: ~(true ^ false) = ~false = true and so forth. make sense?
there will be 4 rows for each table (TT, TF, FT, FF). if the two tables are identical then the statements are equivalent.
right, this all makes sense
so in the first column of answers it would end up being T, F, F, F...right?
for which statement?
wouldn't that just mean the number has to be 5 or bigger?
there are no numbers per say. these are logical expressions. each p, q can only be either true or false.
heisenberg...right, I was helping another girl (trying to) and it popped up on here...sorry about that. The statement I was figuring out was the first one: ~(p ^ q)

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