Question

is $overline{kl}$ congruent to $overline{jk}$?

Explanation:

Step1: Determine segment lengths

Let's assume the number - line is evenly spaced. If we assume the distance between consecutive marked points is 2. The length of $\overline{KL}$ and $\overline{JK}$ needs to be calculated. Let's say $J = 582$ and $K$ is at some point. If we assume the distance between each tick - mark is 2, the length of $\overline{JK}$ and $\overline{KL}$ depends on the position of $K$. But from the number - line, we can see that the segments $\overline{JK}$ and $\overline{KL}$ have different lengths.

Answer:

no