If p $$\to$$ (~p $$\vee$$ q) is false, then the truth values of p and q are, respectively
Negation of the statement $$\forall x \in R, x^2+1=0$$ is
If $$p, q$$ are true statements and $$r$$ is false statement, then which of the following is correct.
p : It rains today
q : I am going to school
r : I will meet my friend
s : I will go to watch a movie.
Then symbolic form of the statement "If it does not rain today or I won't go to school, then I will meet my friend and I will go to watch a movie" is