how would you construct a truth table for these compound proposition? im so confused (Crying)

(a) if P then ((notP) and Q)

(b) P and ((not P) and Q)

(c) (not P) or (not Q)

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- April 6th 2011, 07:58 AMCockchestner007Constructing truth tables?
how would you construct a truth table for these compound proposition? im so confused (Crying)

(a) if P then ((notP) and Q)

(b) P and ((not P) and Q)

(c) (not P) or (not Q) - April 6th 2011, 08:09 AMAckbeet
All of those have two variables in them, which means you need rows in the table. In general, if you have variables, you need rows. I'll start you off on the first one. I tend to build up truth tables from smaller chunks of the expression:

Do you see how to continue? - April 6th 2011, 08:51 AMCockchestner007
Thanks so much, but what I don't understand is when it says "not" "and" "or" what does it mean?

- April 6th 2011, 08:56 AMPlato
Go to this web site and play around with various examples.

Change to just 'p and q'. Then to 'p or q' etc.