101k views
1 vote
Suppose You construct lines L, M, and N so that L | M and L | | N. Which of the following is true? M || L M | N L | N M || N

Suppose You construct lines L, M, and N so that L | M and L | | N. Which of the following-example-1

1 Answer

2 votes

Given:

Line L, M, N

Whrere line L is perpendicular to line M, and line L is parallel to line N.

We have the symbols:

⊥ means the lines are perpendicular

Let's determine the correct statement.

Let's make a sketch of the line below:

From the figure above, we have the following:

L is parallel to N

L is perpendicular to M

M is perpendicular to N

Therefore, the correct statement is:

M ⊥ N

ANSWER:

Suppose You construct lines L, M, and N so that L | M and L | | N. Which of the following-example-1
User Pradeep Rajkumar
by
4.2k points