3. What is another name for plane VTL?

Question

ineedserioushelp · Answer

attachment

anonymous · Answer

did you get this off of an assignment in flvs?

ineedserioushelp · Answer

No its Connexus work

anonymous · Answer

o sorry bout that it looked like something i saw in flvs

ineedserioushelp · Answer

can you help?

wolfe8 · Answer

Um, 2D plane? What do you mean another name?

ineedserioushelp · Answer

@wolfe8 I can provide multiple choices:
 
Plane T

Plane Z

Plane ZXV

Plane LTX

wolfe8 · Answer

Alright. What other points do you see lie in the same plane?

ineedserioushelp · Answer

I see l, t and x

ineedserioushelp · Answer

well maybe not x

wolfe8 · Answer

What about Z? And you were right. X is on that plane.

ineedserioushelp · Answer

okay lemme see yea z is on there

wolfe8 · Answer

So any combination of those can be used to represent the same plane.

ineedserioushelp · Answer

so its ZXV?

ineedserioushelp · Answer

wait, not v...

ineedserioushelp · Answer

LTX?

ineedserioushelp · Answer

>.<

wolfe8 · Answer

Hmm when I look at the picture again, I need to make sure of something. Is Z the arrow on the left or is it just on the plane?

ineedserioushelp · Answer

its the arrow on the left

wolfe8 · Answer

So it is not a point, but the whole axis itself. What does that say?

ineedserioushelp · Answer

I think it says that it is not a point, but the whole axis itself.



lol...

I don't really understand :/

ineedserioushelp · Answer

wait a second, does that mean the answer is ZXV?

wolfe8 · Answer

See Z and V are on the same line, so mentioning both of them would be redundant. At least that's what I think. Hold on.

ineedserioushelp · Answer

so the answer is Plane Z right?

anonymous · Answer

plane XYZ....LOL

ineedserioushelp · Answer

there is no plane XYZ, so not lol, in fact -_-

anonymous · Answer

its supose to be in the abc's...but xyz...duh

directrix · Answer

@iNeedSeriousHelp 

Three noncollinear points determine a unique plane.

So look in plane VTL for 3 points not on the same line.

Also, you can name a plane by a single capital letter which is usually shown at a "corner" of the planar drawing.

ineedserioushelp · Answer

so the answer is Plane Z, @Directrix?

directrix · Answer

Yes to PLANE z.
------------------------  @iNeedSeriousHelp

Plane T --No. T is a single point.

 Plane Z -- Yes

 Plane ZXV --No, Z is not a point.

 Plane LTX --No, these 3 points are collinear and determine infinitely planes.

ineedserioushelp · Answer

Thanks you helped alot! Medal 4 U

directrix · Answer

Happy to help out and thanks for the medal.

anonymous · Answer

@iNeedSeriousHelp What were the answers to this test? :)