Question

Need Help ASAP Please!

use figure below for 10 and 11

10. if m _|_ p and k_|_p, then _____________by the two perpendiculars theorem.
11. if m_|_p and m || k by _____________.

Answer 1

10. if m _|_ p and k_|_p, then _____________by the two perpendiculars theorem.
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Think of it this way:

In a plane, if two lines are perpendicular to the same line, then they are how related to each other?

Answer 2

@maggie_mae_binds ^^^^^ Question above is for you.

Answer 3

idk i hate geometry and i am failing and i have no clue @Directrix

Answer 4

I will give you a hint.

It is that they are parallel to each other.

OR

It is that they are perpendicular to each other.

Look at them. Which is it? @maggie_mae_binds

Answer 5

Do lines m and k intersect?

Answer 6

nope @Directrix

Answer 7

Okay. You have the answer.

m || k

Answer 8

Now, this:

if m_|_p and m || k by _____________.

Let's think.