Step 1: Understanding the Concept:
A point lies in the second quadrant if its x-coordinate is negative and its y-coordinate is positive. The sign pattern for the second quadrant is \((-, +)\).
Step 2: Detailed Explanation:
Let's check the coordinates of each option:
(A) (3, 2): x is positive, y is positive \((+, +)\). This is in the First Quadrant.
(B) (-3, 2): x is negative, y is positive \((-, +)\). This is in the Second Quadrant.
(C) (3, -2): x is positive, y is negative \((+, -)\). This is in the Fourth Quadrant.
(D) (-3, -2): x is negative, y is negative \((-, -)\). This is in the Third Quadrant.
Step 3: Final Answer:
The point that lies in the second quadrant is (-3, 2).