b and c please

Show that the two quantified statements in each problem are not logically equivalent by filling in a table so that for the domain of discourse (a, b, c), the values of the predicate P you select for the table causes one of the statements to be true and the other to be false. For example, the table below shows that vx vy P(x,y) and ax ay P(x,y) are not logically equivalent because for the given values of the predicate P, Vx vy P(x,y) is false and Exay P(x,y) is true. p a b c a T b T F (a) vx ay P(x,y) and ax vy P(x,y) Solution vxay ((x+y) A P(x,y)) and vx ay P(x,y) axay (P(x, y la Ply.x)) and ax ay P(x,y) Feedback