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UNIT
14
14.2: Reflect a Figure
5
$$\triangle ABC$$ is reflected in the line $$y = 0$$. Graph the image $$\triangle A’B’C’$$.
• $$A$$ is $$6\; units$$ above the line of reflection. $$A’$$ is $$6\; units$$ below the line of reflection.
• $$A$$ and $$A’$$ are vertically in line. Their x-coordinates are the same.
• $$A’$$ is at $$(-3,\; -6)$$.
• Repeat this for the other vertices and draw the image $$\triangle A’B’C’$$.

6
$$\triangle ABC$$ is reflected in the line $$x = 0$$. Graph the image $$\triangle A’B’C’$$.
• $$A$$ is $$2\; units$$ right of the line of reflection. $$A’$$ is $$2\; units$$ left of the line of reflection.
• $$A$$ and $$A’$$ are horizontally in line. Their y-coordinates are the same.
• $$A’$$ is at $$(-2,\; -1)$$.
• Repeat this for the other vertices and draw the image $$\triangle A’B’C’$$.