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how can the radian measure of an angle determine the arc length on the unit circle?
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@jdoe0001
what's the radius on a unit circle?
idu your question
well.. do you know what a unit circle is?
yes
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so.... any ideas on how long its radius is?
2pi
wait no 1 sorry
well... recall the UNIT circle, has a unit radius, thus the "unit circle" |dw:1425598556899:dw|
yep
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\(\bf \textit{arc's length}=s={\color{red}{ r}}\theta\impliedby \textit{in radians}\qquad{\color{red}{ r}}=1\qquad s={\color{red}{ 1}}\theta \\ \quad \\ s=\theta\)
now you lost me
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