Suppose we have propositions p and q. Please give the response to each of the following: A truth table for p and q will contain how many rows. If p is true and q is false, what is p v q if p is true and q is false, what is p ^ q If p is true and q is false, what is p Right arrow q By what 2 laws can we say Not(Not p ^ Not q) = (p v q) if p is true and q is false, what is (p v q) ^ (p v Not q) if p is true and p Right arrow q is true, q is true by? If p is true, then p v q is true by? In case, I demonstrated that one electrical circuit gate can be used to easily construct all other electrical circuit gates. What gate is it? Using truth tables, is p ^ (q v r) = (p ^ q) v (p ^ r)? Given the following proof, identify a valid reason for each step indicated. Let r be the proposition it is red. Let f be the proposition it is flat let s be the proposition. The sidewalls will painted. Let I be the propose be the proposition. The truck looks great We are given premise