Question

write the reflection of point ( -2,5)on x and y axis​

Answer 1

Answer:

(-2,-5) on x axis,(2,5) on y axis

Step-by-step explanation:

The reflection of (-2,5) on the x axis would be (-2,-5)

The reflection of (-2,5) on the y axis would be (2,5)

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Answer 2

Concept:

In geometry, a point reflection or inversion in a point is a type of isometry of Euclidean space.

x- axis means the horizontal axis of the graph

y-axis means the vertical axis of the graph

Given:

We are given a point (-2,5).

Find:

We need to find the reflection of this point on x-axis and on y-axis.

Solution:

Reflection on the x-axis:

Since the reflection is across the x-axis, it means that the sign of the coordinate of y- axis will change.

So, the reflection will be: (-2,-5).

Reflection on the y-axis:

Since the reflection is across the y-axis, it means that the sign of the coordinate of x- axis will change.

So, the reflection will be: (2,5).

Therefore, the reflection of point (-2,5) across x-axis is (-2,-5) and across y-axis is (2,5).

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