What Is The Rule For The Reflection? Rx-Axis(X, Y) → (–X, Y) Ry-Axis(X, Y) → (–X, Y) Rx-Axis(X, Y) → (X, –Y) Ry-Axis(X, Y) → (X, –Y)

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What Is The Rule For The Reflection? Rx-Axis(X, Y) → (–X, Y) Ry-Axis(X, Y) → (–X, Y) Rx-Axis(X, Y) → (X, –Y) Ry-Axis(X, Y) → (X, –Y). Ry − axis(x, y) → (− x, y). To write a rule for this reflection you would write:

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Unfortunately, none of the provided answer options represent this transformation correctly. Rx − axis(x, y) → (x, − y). Thomas describes a reflection as point j moving from j(− 2, 6) to j′(− 2, − 6).

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Let's clarify and correct these rules: The notation for this reflection would be: Rx − axis(x, y) → (x, − y).

Learn How To Reflect Figures Across Different Lines And Planes Using Coordinate Rules.


Ry − axis(x, y) → (− x, y). Unfortunately, none of the provided answer options represent this transformation correctly. To write a rule for this reflection you would write:

Thomas Describes A Reflection As Point J Moving From J(− 2, 6) To J′(− 2, − 6).


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