Geometry

Question Analysis:
This problem tests understanding of both reflection across y = -x and quadrant identification in the coordinate plane.

Key Concept Explanation:
Reflection rule for y = -x: (x, y) → (-y, -x)
Quadrant identification:
Quadrant I: (+,+)
Quadrant II: (-,+)
Quadrant III: (-,-)
Quadrant IV: (+,-)

Step-by-Step Solution:
Original point: E(-3, 2)
Apply reflection: E' = (-2, 3)
Analyze coordinates:
x-coordinate: -2 (negative)
y-coordinate: 3 (positive)
This places E' in Quadrant II

Option Analysis:
A. Incorrect (requires +,+)
B. Correct (-,+) for (-2,3)
C. Incorre...