Question

If k is the midpoint of segment JL and Jk=12 find the length of KL and JL

Answer 1

The answer is

JL: 24

KL: 12

Answer 2

Answer:

$JL=24$

$KL=12$

Step-by-step explanation:

We have been given that point k is the midpoint of segment JL and $Jk=12$. We are asked to find the length of KL and JL.

Since k is the midpoint of segment JL, so JL will be two times Jk.

$JL=2\times Jk$

$JL=2\times 12$

$JL=24$

Therefore, the length of JL would be 24 units.

Since k is the midpoint of segment JL, so JK will be equal to KL.

$KL=JK$

$KL=12$

Therefore, the length of KL would be 12 units.