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Mathematics 17 Online
OpenStudy (book):

help

OpenStudy (book):

OpenStudy (518nad):

c

OpenStudy (book):

and whys thats

OpenStudy (518nad):

radius 3 circle shifted to -3,2 radius r circle shifted to (a,b) (x-a)^2+(y-b)^2=r^2

OpenStudy (book):

mk

OpenStudy (book):

satellite73 (satellite73):

aren't they equal?

OpenStudy (book):

25?

OpenStudy (seratul):

I'm pretty sure it's only equal if the angle isnt touching the circle. I hated this unit of geometry.

satellite73 (satellite73):

yeah almost positive

OpenStudy (book):

OpenStudy (book):

am i correct or no

OpenStudy (seratul):

Yes.

satellite73 (satellite73):

yes

jimthompson5910 (jim_thompson5910):

hint: inscribed angle theorem https://www.mathsisfun.com/geometry/circle-theorems.html

OpenStudy (seratul):

And for the question before, it should be 50.

satellite73 (satellite73):

@Seratul nice demo!

OpenStudy (seratul):

"The measure of the inscribed angle is half of measure of the intercepted arc (This only works for the most frequently studied case when the vertex point such as B is not within arc AC.)" In other words, if the angle doesn't touch the circle, then it's equal. If it does, the angle is half. In makes sense if you think about it cause 180 degrees is a triangle and 360 is a circle.

OpenStudy (seratul):

Thanks :)

OpenStudy (book):

OpenStudy (seratul):

Okay lol. After some research, I found how to do it. First, you subtract the angle with the arc. Then, you divide by 2 :) 130-50=80 80/2=40

OpenStudy (book):

ty

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