How to Find the Arc Measure of a Circle

[thecurledcoif67]

I WOULD DIE FOR A GEOMETRY TEACHER LIKE YOU. You seriously helped so much. i can't thank you enough! :)

#circle arcs confuse the hell out of me

[ThatYungNiggaMike]

Thank you very much!

[1beautifulNERD]

how would you find the arc if you werent given the degrees already??

[mathwithmrv]

@1beautifulNERD In order to find the arc measure of a circle, you have to at least know the degrees of the central angle that creates it, or the inscribed angle from a point on the opposite side of the circle. See my video about "inscribed angles". Hopefully that will help. Terry V

[superstar0347]

Thank you so much I really get this now

[mathwithmrv]

@superstar0347 Good to hear! I'm glad it helped, and thanks for watching. If you like my videos, "like" them and share, if you know others who might like to see them. Thanks, Terry V

[SuperSonicSpeed1234]

Thank you.

[wallyG67]

Unlike my geometery teacher, you teach! thanks for the video finally understand finding the measure of an arc!!

[dakanister23]

Thank you soo much! U are a great person! Have a great day!

[IGotSumSkilz]

Thank You !!!

I wish you were my geometry teacher jeje:D

[MultiDanradcliffe]

thanks:)

so much

[mathwithmrv]

@MultiDanradcliffe You're welcome . . . have a great summer.  Terry V

[EMOLAVALAMP]

THANK YOU!!!!!!!!!!!!!!!!!!

[mathwithmrv]

@EMOLAVALAMP You are very welcome.  Thanks for watching! Terry V

[falloutvult]

nice get lots of problems with math but you made it easy

[mathwithmrv]

@falloutvult Thank you for saying so and for watching! Terry V

[Angel48rules]

THANK U SO MUCH! I TOTALLY GET THIS NOW!

although i do have a question: so if angle QRS is 40*, would the arc of QS be twice of that? so like....80* for that arc? thanks very much if u can answer it.:)

[mathwithmrv]

@Angel48rules If you look at the diagram in the video, the central angle, QRS is 40*. The arc that it creates, arc QS, is the same. Think about spinning completely around the circle on the outside, you would go 360*, right? The central angle inside would also spin completely around, which would also be 360*. Terry V

[dulcemaria0812]

thank you this video help me with my homework

[mathwithmrv]

@dulcemaria0812 Great! I'm really happy to hear that. Terry V

[mathwithmrv]

Great!  I am very glad they helped. Keep watching and telling others! Terry V

[CUPEZANDFRIENDS]

thank you! we are learnnig this right now, and these videos are the only way I can get through it!

[mathwithmrv]

Hi there . . . thanks for watching my video. Take a look at my video channel:

"Math Class with Terry V", or click on my YouTube name, mathwithmrv above. Terry V If you don't see something you are looking for, let me know and I can make you your own video.

[hanikaka786]

I love your way to teach please send more video on youtube