Question

Given: K is the midpoint of JL, M is the midpoint of LN,

Answer 1

Answer:

Given that JK = MN, JK = KL, and LM = MN, therefore, by transitive property, we have;

KL ≅ LM

Step-by-step explanation:

The given information are;

The midpoint of the segment JL = The point K

The midpoint of the segment LN = The point M

Given that JK = MN

The two column proof is given as follows;

Statement ${}$               Reason

1) JK = KL  ${}$               Definition of the midpoint of segment JL

2) LM = MN  ${}$            Definition of the midpoint of a segment LN

3) JK = MN   ${}$            Given

4) KL ≅ LM   ${}$            Transitive property.