Question

Draw$\overline{CD}$ and$\overline{RS}$ so that the following condition is satisfied.

$\overline{CD}$bisects $\overline{RS}$, but$\overline{RS}$ does not bisect $\overline{CD}$.

Short answer

The graph of the line segments is as follows:

Step-by-step solution

Step 1. Apply the concept of the segment.

A segment is a part of the line that connects two points. These two points are the endpoints of a segment.

Step 2. Step description.

The lines$\overline{CD}$ bisect$\overline{RS}$ but$\overline{RS}$ do not bisects $\overline{CD}$.

Thus, the line segment $\overline{CD}$intersects exactly at their midpoint of $\overline{RS}$.

Step 3. Draw CD¯ and RS¯.

Draw the figure of line segments as follows: