Geometry

Question Analysis:
This question tests the understanding of the inverse of a conditional statement.
The main focus is on interpreting the meaning of the logical expression ∼p→∼q.

Key Concept Explanation:
The expression ∼p→∼q represents the inverse of the conditional statement p→q.
It means "if p is not true, then q is not true."

Step-by-Step Solution:
The expression ∼p→∼q is read as "if not p, then not q."
It is the inverse of the original conditional statement p→q.
The correct answer is A.

Option Analysis:
A) Correct interpretation of the inverse.
B) This describes the contrapositive (∼q→∼p), not the inverse.
C) This describes the biconditional (p↔q), not the inverse.<...