Question
In the figure below, $\ Varangle B$ is the reflection image of $\ Varangle A$ through $\ell_{1}$ and $\ Varangle C$ is the reflection image of $\& B$ through $\ell_{2}$.(FIGURE CANNOT COPYAny two line segments are congruent.
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This means that the angles are mirror images of each other with respect to the given lines. Show more…
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In the figure below, $\ Varangle B$ is the reflection image of $\ Varangle A$ through $\ell_{1}$ and $\ Varangle C$ is the reflection image of $\& B$ through $\ell_{2}$. (FIGURE CANNOT COPY Any two lines are congruent.
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In the figure below, $\ Varangle B$ is the reflection image of $\ Varangle A$ through $\ell_{1}$ and $\ Varangle C$ is the reflection image of $\& B$ through $\ell_{2}$. (FIGURE CANNOT COPY If two angles are congruent, what must be true about their measures?
In the figure below, $\ Varangle B$ is the reflection image of $\ Varangle A$ through $\ell_{1}$ and $\ Varangle C$ is the reflection image of $\& B$ through $\ell_{2}$. (FIGURE CANNOT COPY Explain why or why not.
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