figure abcd is reflected to form figure jklm. which side of figure jklm corresponds with $overline{ab}$…

figure abcd is reflected to form figure jklm. which side of figure jklm corresponds with $overline{ab}$? $overline{jk}$ which angle of figure jklm corresponds with $angle c$? $angle j$ $angle k$ $angle l$ $angle m$

figure abcd is reflected to form figure jklm. which side of figure jklm corresponds with $overline{ab}$? $overline{jk}$ which angle of figure jklm corresponds with $angle c$? $angle j$ $angle k$ $angle l$ $angle m$

Answer

Explanation:

Step1: Understand reflection property

In a reflection, corresponding parts of the original and reflected figures are in the same relative position.

Step2: Find corresponding side

Since figure $ABCD$ is reflected to form figure $JKLM$, the order of vertices is maintained. So the side that corresponds to $\overline{AB}$ is $\overline{JK}$.

Step3: Find corresponding angle

The angle that corresponds to $\angle C$ in figure $ABCD$ is $\angle L$ in figure $JKLM$ as they are in the same relative position in the reflected - figure.

Answer:

  1. $\overline{JK}$
  2. $\angle L$