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Sarah is using a coordinate plane to
design a rug. The rug is to have a triangle with vertices at (8, 13), (2, -13), and (14, -13). She wants the rug to have a second triangle that is the reflection of the first triangle. across the x-axis. Which is a vertex of the second triangle?
F (-13, 14)
G (-14, 13)
H (-2, -13)
J (2, 13)

Sarah is using a coordinate plane to design a rug The rug is to have a triangle with vertices at 8 13 2 13 and 14 13 She wants the rug to have a second triangle class=

Respuesta :

The option that is a vertex of the second triangle is; J (2, 13)

How to carry out Reflection Transformations?

We are told that the rug is to have a triangle with vertices at (8, 13), (2, -13), and (14, -13).

Now, She wants the rug to have a second triangle that is the reflection of the first triangle. across the x-axis.

Now the transformation rule to reflect a coordinate across the x-axis is expressed as; (x, y) → (x, -y)

Thus, the new coordinates would be;

(8, -13), (2, 13), and (14, 13).

Looking at the options, the only one that follows the reflection transformation is J(2, 13)

Read more about Reflection Transformations at; https://brainly.com/question/4289712

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