Geometry

Question Analysis:
This question involves identifying the correct pair of statements that allow the conclusion to be reached using the Law of Detachment.
The main focus is on understanding the logical structure of conditional statements.

Key Concept Explanation:
The Law of Detachment requires a conditional statement ("If P, then Q") and a premise (P) to conclude Q.

Step-by-Step Solution:
The conclusion is: "Angle P is acute."
To use the Law of Detachment, we need a conditional statement where Q is "Angle P is acute."
Option B provides the correct structure:
Conditional: "If an angle measures less than 90 degrees, then it is acute."
Premise: "Angle P measures 85 degrees."
Since 85° < 90°, the conclusion "Angle P is acute" follows.

Option Analysis:
A) Incorrect. The conditional statement does not lead to the conclusion.
B) Correct. This pair follows the Law of Detachme...