Reflections of technology

[Sfmorrison]

I need help with reflections of technology

 

[pka]

I need help with reflections of technology

Please do not expect us to guess as to what the above means. Please post an exact question, telling us what you have done and where you need help.

 

[Sfmorrison]

This has to do with geogebra math its with pointer tool the polygon circles with center tool the y axis reflection you half to answer the question based on your graph and click on the polygon tool

 

[Dr.Peterson]

This has to do with geogebra math its with pointer tool the polygon circles with center tool the y axis reflection you half to answer the question based on your graph and click on the polygon tool

I'm familiar with GeoGebra; but you'll have to ask a specific question to get useful help from us.

Please state exactly what you are trying to do, in the words of the problem you were given if possible.

 

[Sfmorrison]

This lesson is geometry dealing with proofs the question is if i have two coplanar lines i must have a plane how can i show my work to answer this

 

[Dr.Peterson]

This is still rather vague.

First, GeoGebra can't be used to prove something, so it is not clear what you want to do with it.

Second, you must state the claim that is to be proved, precisely. If you "have two coplanar lines", then by definition they lie in the same plane; so you "have a plane". There is nothing to prove. So that can't be what you need help with.

Again, please quote the exact problem, word for word. Without that, there is nothing we can really do.

Don't worry yet about showing work; once we know the actual assignment, we can talk about how to show work. But if you can write something on paper, you can either type it in or post a picture of it. It doesn't have to be a complete answer; we just need to see what you have been able to do so far.

 

[pka]

This lesson is geometry dealing with proofs the question is if i have two coplanar lines i must have a plane how can i show my work to answer this

To Sfmorrison, do you actually read what you you post?
You posted "i have two coplanar lines i must have a plane how can i show my work to answer this" What does coplanar mean?
Here are two lines: \(\displaystyle \ell_1(t)=P+t\vec{D}~\&~\ell_2(t)=Q+t\vec{E}\).
If those two lines are coplanar then there is a point in common to both planes.
If there is a unique plane which contains both lines then there is a unique point common to both lines.
Now, suppose that \(\displaystyle \{Q\}=\ell_1\cap\ell_2\)