Answer Happy

The column labels for a truth table for compound proposition (p^ q) ^ (r^ w) are shown below. pqr w (pq) v (r^-w) What are the correct truth values for the fifth row of the truth table? The labels do not count as a row, so the first row would be TTTTT. TFTFT TTFFF TFTFF TFTTF p = T and q = F Select the correct statement about the proposition: (p^q)+r The proposition is true, regardless of the truth value for r. O The proposition is false, regardless of the truth value for r. OIf r= T, then the propositions is true, and if r = F, then the proposition is false. If r = F, then the propositions is true, and if r = T, then the proposition is false. Select the logical expression that is equivalent to:-Vx((S(x) VQ(x))^-P(x)) 3x(-(S(x)^Q(x))^P(x)) 3x((¬S(x)^¬Q(x)) VP(x)) 3x((-S(X)^-Q(x))^P(x)) 3x((-S(x)V-Q(x))^P(x)) Select the logical expression that is equivalent to:-Vx((S(x) VQ(x))^-P(x)) 3x(-(S(x)/Q(x))^P(x)) 3x((-S(x)^-Q(x))VP(x)) 3x((-S(X)^-Q(x))^P(x)) 3x((-S(x)V-Q(x))^P(x))