Question

4. Construct a truth table for (~p q) ↔ p and submit it to the Dropbox.

Answer 1

What's between the p and q. In some notations pq is simply "p and q", is this correct?

Answer 2

\[\text{Is that }\lnot p\land q\text{ or }\lnot p\lor q?\]

Answer 3

It's (-pvq)

Answer 4

Do you know how to construct a full truth table?

Answer 5

No

Answer 6

Is that the ans?

Answer 7

Ok, first isolate your variables, in this case "p" and "q", and write out all possible combinations (there will be four). Then build outwards, show "~q", then show "~p v q"

Answer 8

That is an atrocious truth table :/

Answer 9

Just tell me the ans

Answer 10

I am so lost

Answer 11

I'll get ya started...