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\[r= \frac{C }{2\pi }\]
Well, that's the formula to get the radius. :)
\[\large Circumference~=~2\pi r\] To solve for r, get r alone. \[\large \frac{Circumference}{2\pi}~=~\frac{2\pi r}{2\pi}\]\[\large \frac{Circumference}{2\pi}~=~r\]
so D is right /... what do u 2 think
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Yes, it would be D
Dividing by \(2\pi\) is the same as diving by \(2\) then dividing by \(\pi\)
what would u go with\
Well D is correct, so that's what I'd go with
(chuckle) ok lol
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Woah woah there. Let's keep it to one question a thread.
fine...1 sec
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