A small town is represented on a graph in the coordinate plane. The coordinates of the post office are
(2,3) . Which other building is in the same quadrant?
We need to determine which other building has its coordinates in the same quadrant as the post office, which is located at (2,3).
To do this, we need to understand which quadrant the post office is in. In the coordinate plane, the x-axis and y-axis divide the plane into four quadrants. Quadrant I is the top right, Quadrant II is the top left, Quadrant III is the bottom left, and Quadrant IV is the bottom right.
The post office is located at (2,3), which means it is in Quadrant I. This means that any other building with coordinates in Quadrant I will be in the same quadrant as the post office.
For example, a building located at (5,4) would be in Quadrant I and therefore in the same quadrant as the post office. Another building located at (1,6) would also be in Quadrant I and therefore in the same quadrant as the post office.
So, any building with coordinates in Quadrant I will be in the same quadrant as the post office.