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drag the location of each ordered pair after a reflection over the x axis stated. then, drag the correct algebraic representation of the reflection to the white box. answer choices: (y, x), (-2,-6),(x,-y),(-3,-2),(5,8),(-5,-8),(-x, y),(-6,-6),(-6,-1),(2,-6),(6,-1),(3,2),(-x, -y),(-7,-2),(6,-6),(7,2)

drag the location of each ordered pair after a reflection over the x axis stated then drag the correct algebraic representation of the reflection to the white b class=


Answer :

Reflection over the x-axis transform the point (x, y) into (x, -y)

Applying this rule to the vertex of the triangle ABC, we get:

A(-6, 6) → A'(-6, -6)

B(-2, 6) → B'(-2, -6)

C(-6, 1) → C'(-6, -1)

Algebraic representation: (x, -y)

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