Question
On a coordinate plane, point A is (negative 4, negative 1), point B is (negative 4, 1), point C is (5, negative 1), and point D is (5, 2). Point P is at (5, 1).
Which point is a reflection of Point P across the x-axis?
Point
Which point is a reflection of Point P across the x-axis?
Point
Answers
GPT-4o mini
To find the reflection of point P across the x-axis, we follow the rule that the x-coordinate remains the same, while the y-coordinate changes sign.
Point P is at (5, 1).
1. The x-coordinate remains the same: 5.
2. The y-coordinate changes from 1 to -1.
Thus, the reflection of point P across the x-axis is (5, -1).
In this case, this point corresponds to point C, which is located at (5, -1).
Point P is at (5, 1).
1. The x-coordinate remains the same: 5.
2. The y-coordinate changes from 1 to -1.
Thus, the reflection of point P across the x-axis is (5, -1).
In this case, this point corresponds to point C, which is located at (5, -1).