if $overline{km}$ is drawn on this quadrilateral, what will be its length?\n16 units\n18 units\n40 units\n45…

if $overline{km}$ is drawn on this quadrilateral, what will be its length?\n16 units\n18 units\n40 units\n45 units

if $overline{km}$ is drawn on this quadrilateral, what will be its length?\n16 units\n18 units\n40 units\n45 units

Answer

Explanation:

Step1: Observe the quadrilateral

We can see that the quadrilateral has some equal - length sides indicated by the hash marks. KL and JL are equal (both have one hash mark), and JL and JM are equal (both have two hash marks). So, KL = JL = JM.

Step2: Determine the length of KM

Since JM = 40 units and in the quadrilateral, when we consider the line segment KM, and the equal - side relationships, we can conclude that KM has the same length as JM. So, KM = 40 units.

Answer:

40 units