Construct the truth table for the statement `~(p^^~q).`

Construct a truth table for the statement p ^^ (~q).

Construct the truth table for the statements ~ p vv q.

Construct the truth table for p ^^ q.

Construct the truth table for the followings statements : (a) (p^^q) to ~ p " " (b) (p^^q) to (pvvq) (c) (p^^q) to r " " (d) [p^^(~r)] to (qvvr)

Construct the truth table for compound statement (p wedge q)wedge~p

construct truth table for (~p)^^ q

construct truth table for p vv(~q)

Construst truth tables for the following statements : ~(p ^^-q) " "(ii) ~[(~p) vee(~q)] " "(iii) (p ^^q) ^^ (~p)

construct truth table for ~(p ^^ q)

If p, q and r are three logical statements then the truth value of the statement (p^^~q)vv(qrarr r) , where p is true, is