A triangle and a circle are drawn on a coordinate grid.
Which ordered pair is located inside the triangle only?
Responses
A (4,2)(4,2)
B (6,2)(6,2)
C (2,4)(2,4)
D (4,4)(4,4)
To determine which ordered pair is located inside the triangle only, we need to analyze the position of the triangle and the circle on the coordinate grid.
Since the given answer choices consist of points with x and y coordinates, we can determine which point is inside the triangle by checking whether it is contained within the triangle's boundaries.
Without knowing the specific coordinates of the triangle or the circle, we cannot determine the exact answer. However, we can eliminate some options based on the given information.
Option C, (2,4), is a potential candidate for being inside the triangle only because it is the only point that lies outside of the listed coordinates for the circle.
Options A, B, and D all have an x-coordinate of 4, which suggests that they may lie on the perimeter of the triangle. Since we are looking for a point that is inside the triangle only, we can eliminate these options.
Therefore, the most likely answer is C, (2,4), but without more specific information about the triangle and circle, we cannot be certain.