Question

is $overline{jl}$ congruent to $overline{km}$?

Explanation:

Step1: Determine segment lengths

Assume \(L\) is at \(67\), \(J\) is at \(68\), and \(K\) is at \(69\). Length of \(\overline{JL}=68 - 67=1\), length of \(\overline{KM}\) (assuming \(M\) is at \(68\) as \(L\) - like situation) \(=69 - 68 = 1\).

Step2: Check congruence

Since the lengths of \(\overline{JL}\) and \(\overline{KM}\) are equal, they are congruent.

Answer:

yes