Question

Negation P then R and Q biconditional P

Answer 1

Step-by-step explanation:

Conditional and BiConditional Statements

Conditional Statement

Let p and q are two statements then "if p then q" is a compound statement, denoted by p→ q and referred as a conditional statement, or implication. The implication p→ q is false only when p is true, and q is false; otherwise, it is always true. In this implication, p is called the hypothesis (or antecedent) and q is called the conclusion (or consequent).