Geometry Sec. 10-4 Inscribed Angles

[@frankwarren9061]

Your illustrations are superbly clear.What makes way for clarity are the two distinct ( colourful) angles easily identified the same shared arc.
Looking on for sometime until serendipity struck.
Brain storming thinking; Explanation and illustrations 100
Real General.

[@braxtonwilliams5541]

Man you explain this way better than my teacher thanks ALOT!!!!

[@jakedman43]

Probably would have flunked a unit test without this video.

[@smithpolo5688]

This is the best math teacher ever, I really understand this now, I was really confuse but now I really understand thanks alot you are a grade saver

[@aaronhamrick309]

Smith Ukpolo So glad I could help.

[@Statikrajon]

Thank you so much man .

[@sarahbiernat3630]

I'm TERRIBLE at math. Your videos are saving my sophomore year. Thank you lol.

[@MrHammysMathClass]

Thanks so much Sarah. I'm glad you're getting help from my videos. Continued luck in you studies.

[@urbyfont5442]

How would we found Sand V when solving the problem 10:40

[@redlionmediaarts49]

Arc SV is double the inscribed angle, so that's why arc SV is 110°. It is 2 x 55°. Is that what you were asking?

[@urbyfont5442]

Red Lion Media Arts NO sorry, I meant how do you find angle V and angle S with the information you have now.

[@zenon4356]

Wow. It become easier for me thanks man

[@charinamaecastillano6945]

Thank you so much I fully understand it when it's you who's explaining.Perhaps, it would be better if you're my teacher :)

[@danielleowusu3486]

very good. thank you

[@kianabah]

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[@Spencerf16]

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[@jmaxthealpha2029]

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[@bsataz8619]

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[@lovenectar6257]

what kind of software are you using?

[@aaronhamrick309]

Adobe Illustrator

[@khaledjarad5850]

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