Math 300 - Section 3.3 Homework Name Write each statement in the form "ifp, then q." 1. "Today is Tuesday" implies that yesterday was Monday. 2. All integers are rational numbers. 3. No integers are irrational numbers. 4. A rectangle is a parallelogram with a right angle. Determine whether each statement is TRUE or FALSE. 5. If the consequent of a conditional statement is true, the conditional statement is true. 6. If the antecedent of a conditional statement is false, the conditional statement is true. 7. If p is true, then -p-qVr) is true. 8. If q is true, then (p^9) is true. 9. The negation of "If pigs fly, I'll believe it" is "If pigs don't fly, I won't believe it." 10. Given that - p is false and q is false, the conditional p+ is true. 11. Explain why, if we know that p is true, we also know that Ir (pVs)]-(pVq) is true, even if we are not given the truth values of q, r, and s.