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I learned more from you in 10 minutes than I did my geometry teacher in 1 year
Literally same
Your a legend helping me through virtual learning
Thank you, Mr. Bannan, for showing this. Clear, direct, and right to the 'point' (no pun intended).
Thank you, thank you. Makes this material very simple.
Thanks a lot sir... Just one recommendation : we can be told what the definition of 'intercept arc' is
It’s the arcs the secants or tangents create within their line segments
how about if the angle is only given and the two arcs are missing?
4:29 is it = to a 180 even if it didn't intersect at the midpoint?
Why couldn't you be my geometry teacher... I'm literally about to take a huge L on this regents exam in a few hours.
You did a good job in this video. Thank you so much. Your fan from Dubai💝
Thank you so much for this!!! God bless you
have my last geometry test of the year tomorrow, this helped a lot thanks
awesome, very easy to understand..
God bless you, sir.
if all teachers were this straight forward and easy to follow we would live in a utopia
Big thank you
so helpful, thanks so much
Damn i learned more than from u than my teacher
at 5:16 how do you find arc UY?
arc UY = 360 - arc UXY or arc UY = 2 times angle VUY
Thank you Ben!
How do you find the angle opposite to it?
You dont. Just find the arc opposite of it
Good explanations sir and thanks
In a theorem of two secants intersect, how can i get the value of x if there's no given theta? the only given were the value of each arcs.
value of each arcs with x as variable to be find
Thank you !
Thanks men!
Study various other parts of circles and their relationships (central angles and interior angles) Long distance angle measure problemsDo proofs
thank you very cool.
preciate the help
@2:22 and @7:14
Finally I now know
i am sorry but i thing 190 - 111 = 79 not 69 ( it was the angle on problem number 2 )
Oh ok thanks
The problem in the end is just like the fuckin tip of our lesson... It's way too easy... Pls give a lot more difficult problems
4:27 nice
I just wanted to let Mrs holtsberry know that I did watch this video
banan up! ;)
hi
You have a very elegant way to explain the concepts. Thanks so much.
I learned more from you in 10 minutes than I did my geometry teacher in 1 year
Literally same
Your a legend helping me through virtual learning
Thank you, Mr. Bannan, for showing this. Clear, direct, and right to the 'point' (no pun intended).
Thank you, thank you. Makes this material very simple.
Thanks a lot sir... Just one recommendation : we can be told what the definition of 'intercept arc' is
It’s the arcs the secants or tangents create within their line segments
how about if the angle is only given and the two arcs are missing?
4:29 is it = to a 180 even if it didn't intersect at the midpoint?
Why couldn't you be my geometry teacher... I'm literally about to take a huge L on this regents exam in a few hours.
You did a good job in this video. Thank you so much. Your fan from Dubai💝
Thank you so much for this!!! God bless you
have my last geometry test of the year tomorrow, this helped a lot thanks
awesome, very easy to understand..
God bless you, sir.
if all teachers were this straight forward and easy to follow we would live in a utopia
Big thank you
so helpful, thanks so much
Damn i learned more than from u than my teacher
at 5:16 how do you find arc UY?
arc UY = 360 - arc UXY or arc UY = 2 times angle VUY
Thank you Ben!
How do you find the angle opposite to it?
You dont. Just find the arc opposite of it
Good explanations sir and thanks
In a theorem of two secants intersect, how can i get the value of x if there's no given theta? the only given were the value of each arcs.
value of each arcs with x as variable to be find
Thank you !
Thanks men!
Study various other parts of circles and their relationships (central angles and interior angles)
Long distance angle measure problems
Do proofs
thank you very cool.
preciate the help
@2:22 and @7:14
Finally I now know
i am sorry but i thing 190 - 111 = 79 not 69 ( it was the angle on problem number 2 )
Oh ok thanks
The problem in the end is just like the fuckin tip of our lesson... It's way too easy... Pls give a lot more difficult problems
4:27 nice
I just wanted to let Mrs holtsberry know that I did watch this video
banan up! ;)
hi
You have a very elegant way to explain the concepts. Thanks so much.