Answer with explanation:
It is given that , p and q are statements.
The Meaning of , p q is either,
1. p and q → Symbolic Representation→ p ∧ q
2. p or q → Symbolic Representation→ p ∨ q
or
"Statement" p q is a conditional statement which represents If p, then q, in which , p is a statement which is supposed as basis of reasoning and q is the conclusion drawn from it.
→→So, Where p and q are statements, p q is called the " Conditional Statement" of p and q.