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How do I find arc lengths?
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Add up the infinitely many line segments from point a to b or use an integral \[\int\limits_{a}^{b}\sqrt{1+(f'(x))^2} dx\]
umm I don't think that's how u do it in this case... ive never seen that??
Do you mean arc length of a circle?
You find the arc lengths on the trig unit circle. It is an circle with R = 1. The arc AM varies counter clockwise on the trig unit circle|dw:1395356602827:dw|
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