/wsr/ - Worksafe Requests » Thread #192012

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Could someone explain this?

Anonymous Sun 18 Sep 2016 18:39:49 No.192012 View View Reply Original Report

Quoted By: >>192017 >>192019 >>192364 >>192382 >>192385

I could skip it, but i would like to understand it.
>cant do basic geometry
i know.

Anonymous

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Anonymous Sun 18 Sep 2016 18:45:11 No.192014 Report

Quoted By:

bump

Anonymous

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Anonymous Sun 18 Sep 2016 18:49:20 No.192015 Report

Quoted By:

Someone pls

Anonymous

Anonymous Sun 18 Sep 2016 18:52:46 No.192017 Report

Quoted By: >>192018

>>192012
Have you tried reading a textbook or even googling it instead of spamming frog memes

Anonymous

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Anonymous Sun 18 Sep 2016 18:53:23 No.192018 Report

Quoted By:

>>192017
i have

Anonymous

Anonymous Sun 18 Sep 2016 18:56:08 No.192019 Report

Quoted By: >>192022

>>192012
They wouldn't give you a question without telling you how to do it the book.
Try looking through the book

Anonymous

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Anonymous Sun 18 Sep 2016 18:58:04 No.192022 Report

Quoted By: >>192357

>>192019
im trying :((

Anonymous

Anonymous Mon 19 Sep 2016 06:17:30 No.192357 Report

Quoted By:

>>192022
Have you found it yet?

Anonymous

Anonymous Mon 19 Sep 2016 07:03:18 No.192364 Report

Quoted By: >>192365

>>192012
It is a traversal, each adjacent angle add to 180 so each angle parallel should be the same degrees.

Anonymous

Anonymous Mon 19 Sep 2016 07:04:31 No.192365 Report

Quoted By:

>>192364
So enter 38 degrees in the answer box.

Anonymous

Anonymous Mon 19 Sep 2016 08:02:33 No.192382 Report

Quoted By:

>>192012
>i would like to understand it
When you have a line coming out another line, the angles on each side of it add up to 180.

7=(180-38)=142
6=(180-142)=38

Anonymous

Anonymous Mon 19 Sep 2016 08:11:23 No.192385 Report

Quoted By:

>>192012

3=5=1=7

4=2=6=38degrees

Any from group one + any from group 2 = 180degrees. All of this is always true assuming that L and M and parallel and that the other one is actually a straight line.

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Could someone explain this?