Question

which side of figure j k l m corresponds with \\( \overline { a b } \\)?
\\( \overline { j k } \\)
which angle of figure j k l m corresponds with \\( \angle c \\)?
\\( \angle j \\) \\( \angle k \\)
\\( \angle l \\) \\( \angle m \\)

Explanation:

Step1: Analyze the correspondence of sides

When looking at the figures, we can observe the shape and orientation. Side \(AB\) is the top - most horizontal side of the upper figure. In figure \(JKLM\), the side \(JK\) is the bottom - most horizontal side. But if we consider the order of vertices (assuming a certain transformation like translation or rotation), we can match the sides.

Step2: Analyze the correspondence of angles

For angles, we consider the position and the way the figures are structured. Angle \(C\) is part of the upper figure. In figure \(JKLM\), if we map the vertices based on the structure of the figures (the way the lines are connected), we can see that \(\angle K\) has a similar "corner - like" position and connection pattern as \(\angle C\) when considering the overall shape of the figures.

Answer:

1. The side of figure \(JKLM\) that corresponds to \(\overline{AB}\) is \(\overline{JK}\).
2. The angle of figure \(JKLM\) that corresponds to \(\angle C\) is \(\angle K\).