Find the area of triangle JKL with vertices J(-5, 2), K(-5, -4), and L(3, 2).
Options
A
48 square units
B
32 square units
C
16 square units
D
24 square units
Answer & Analysis
Answer
D
Analysis
Question Analysis
The main focus is using the coordinates of the vertices to find the base and height of the triangle, then applying the formula to calculate its area.
Key Concept Explanation
The area of a triangle is given by , where is the base and is the height. In a coordinate plane, when two points share the same - coordinate, the difference in their - coordinates gives the vertical length (height), and when two points share the same - coordinate, the difference in their - coordinates gives the horizontal length (base).
Step - by - Step Solution
1. For points and with the same - coordinate, the height is
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