Please please help me solve this ty!
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See the explanation
Here we have the following points:
[tex]A(-3,4) \\ \\ B(-1,1) \\ \\ C(-4,-2) \\ \\ D(3,3) \\ \\ E(1,-3)[/tex]
Here we need to reflect each point over the x-axis and write the coordinates of the new points. So:
[tex]A'(-3,-4) \\ \\ B'(-1,-1) \\ \\ C'(-4,2) \\ \\ D'(3,-3) \\ \\ E'(1,3)[/tex]
The x coordinate of each point remains the same while the y coordinate of each point is multiplied by -1. In other words, when reflecting any point over the x-axis we follow this rule:
[tex]P(x,y) \rightarrow P'(x,-y)[/tex]
The difference is that the pre-image and the reflected point will have the same x-coordinates but different y-coordinates. So the x-axis will work as a mirror.
Other transformations: https://brainly.com/question/12534603
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