Hey Mukilab.
I don't know what triangle you are referring to, but it isn't in any way reflecting the radius of the circle. What the video did is the best way to figure out the problem IMO.
From the circle detailed in this video:
To find the radius of the inner circle, why cannot we take the line down from OC to form a right angled triangle, and then do
tan(pi/6)=r/6?
Since tan is opposite over adjacent, why would this not work?
Apparently the answer is r=2, that's now what you would get doing the above. Why is it wrong?
Hey Mukilab.
I don't know what triangle you are referring to, but it isn't in any way reflecting the radius of the circle. What the video did is the best way to figure out the problem IMO.