Message from @MountainMan

Discord ID: 522516865197539348


2018-12-12 20:28:53 UTC  

you're face is gay

2018-12-12 20:36:24 UTC  

I like how optimistic Theresa May looks about the vote of no confidence

2018-12-12 20:45:10 UTC  

how do I prove that x+y+z=360 ?

https://cdn.discordapp.com/attachments/372507611284766722/522514270919983108/image0.jpg

2018-12-12 20:45:16 UTC  

someone who knows math pls help

2018-12-12 20:48:10 UTC  
2018-12-12 20:49:06 UTC  
2018-12-12 20:49:13 UTC  

ondsinet you better be online

2018-12-12 20:51:50 UTC  

**yumargulies#2724** was cleansed from the server.

2018-12-12 20:52:30 UTC  
2018-12-12 20:52:41 UTC  

Okok

2018-12-12 20:52:52 UTC  

@MountainMan you have help now

2018-12-12 20:53:26 UTC  

What's the sum of the internal angles of a triangle @MountainMan

2018-12-12 20:54:14 UTC  

180

2018-12-12 20:54:38 UTC  

Sorry for taking long. A friend is giving me ideas too haha.

2018-12-12 20:54:42 UTC  

All of the angles of the squares are 90

2018-12-12 20:54:46 UTC  

Yes

2018-12-12 20:54:54 UTC  

540 all together

2018-12-12 20:55:15 UTC  

It doesn't matter

2018-12-12 20:55:22 UTC  

(the six angles touching the triangle)

2018-12-12 20:55:24 UTC  

Oh okay

2018-12-12 20:55:28 UTC  

I’m listening

2018-12-12 20:55:32 UTC  

:)

2018-12-12 20:56:08 UTC  

It means that every x, y and z will be 360 - the internal angles -180

2018-12-12 20:56:27 UTC  

yes

2018-12-12 20:57:18 UTC  

Then if you know the sum of the internal angles you can find the sum of the outside angles

2018-12-12 20:57:33 UTC  

Which should be 360

2018-12-12 20:58:07 UTC  

Got it?

2018-12-12 20:58:31 UTC  

h

2018-12-12 20:58:33 UTC  

fuck

2018-12-12 20:58:39 UTC  

?

2018-12-12 20:58:47 UTC  

I know the insides are 180 yeah?

2018-12-12 20:58:52 UTC  

Yes

2018-12-12 20:59:03 UTC  

But 3(360-180) is 540

2018-12-12 20:59:17 UTC  

<:thronk:441701565607444482>

2018-12-12 20:59:27 UTC  

Write down the equation

2018-12-12 20:59:41 UTC  

Okay

2018-12-12 21:00:20 UTC  

(360-180)+(360-180)+(360-180)

2018-12-12 21:00:25 UTC  

Nope

2018-12-12 21:00:31 UTC  

I said

2018-12-12 21:00:32 UTC  

That was how I understood it. I must’ve understood something wrong.

2018-12-12 21:00:34 UTC  

Oh