Question

If JK || LM, Which of the following statements are true ? (Check all that apply)

Answer 1

Answer: JK and LM do not intersect

JK and LM are parallel

JK and LM lie in the same place

Step-by-step explanation:

Answer 2

Answer: A. $\overline{JK}$ and $\overline{LM}$ are parallel.

C. $\overline{JK}$ and $\overline{LM}$ lie on the same plane.

E. $\overline{JK}$ and $\overline{LM}$ do not intersect.

Step-by-step explanation:

Given expression : $\overline{JK}||\overlien{LM}$

We know that '||' is the sign we use to show parallel lines.

It means $\overline{JK}$ and $\overline{LM}$ are parallel.

Also, parallel lines lie on the same plane.

So , $\overline{JK}$ and $\overline{LM}$ lie on the same plane.

It is known that the parallel lines are the lines which never intersect each other.

So $\overline{JK}$ and $\overline{LM}$ do not intersect.

Also, skew lines are lines which are not parallel.

But $\overline{JK}$ and $\overline{LM}$ are parallel.

So, $\overline{JK}$ and $\overline{LM}$ aare not skew.