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How do you find the length of an arc? not the angle measure the length
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\[l = r \theta\]
Can you explain that formula?
I don't have the radian. (I think that's what it's called)
|dw:1430860424632:dw| In a circle, the radius, the arc length (which is L), and the central angle are related by that formula I showed.
So the circle with the line through it is the central angle? or something else
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Hello?
The arc length subtends the central angle.
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