Geometry

Question Analysis:
This question involves understanding the truth table for a conditional statement p→q.
The main focus is on identifying the combination of truth values that makes the statement false.

Key Concept Explanation:
A conditional statement p→q is false only when the antecedent p is true, and the consequent q is false.
In all other cases, the statement is true.

Step-by-Step Solution:
Review the truth table for p→q:
p is true, q is true: p→q is true.
p is true, q is false: p→q is false.
p is false, q is true: p→q is true.
p is false, q is false: p→q is true.
Identify the combination where p→q is false: p is true, q is false.

Option Analysis:
A) Incorrect. This combination makes the stat...