Let p and q two statements p: it is cold q: it is winter Then meaning if p∧q is

Let p and q be two statements p: It is hot. q: It is summer. Then meaning of p∨q

Let p and q be two statements. Amongst the following , the statement that is equivalent to p to q is

Let p be the statement "It rains"! and q be the statement "It is cold". STATEMENT-1 : If it rains then it is cold, if it does not rain then it is not cold. and STATEMENT-2 : p rArr q =~ pvvq

Given two statements p: I have raincoat. q: I can walk in rain Then p∨q means

The statement p to(q to p) is equivalent to

Let p and q be two propositions given by p : It is hot, q : He wants water Then the vebal meaning of p to q is

Statements (p to q) harr (q to p)

The conditional statement (p^^q) to p is

Let p, q and r be three statements, then (~p to q) to r is equivalent to

If p and q are two statement then (p ~ q) is true when : (a) p and q both are true (b) p and q both are false (c) p is false and q ia true (d) Non of these