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In this picture, the measure of angle θ is 1 radian. TRUE or FALSE
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so, where's the picture?
HERE
@jdoe0001 did you see it?
So "TRUE" - Thanks!
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now you know why is called a RADIAN :) when the ARC made by the central angle, EQUATES the RADIUS that angle is called a RADIAN because of its relationship with the RADIUS
yw
Oh, you might get annoyed with me, but I have one more question for you!
ok
What are the coordinates of the terminal point determined by t = (20π)/3?
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20/3 is a so-called "improper fraction" if we make it a mixed type, then it'd be 6 2/3 or \(\bf 6\pi \cfrac{2}{3} \implies 3(2) \cfrac{2\pi}{3}\)
so the coordinates are (1/2 , √3/2)???
that means 3 times 2pi and then 2pi/3 more after that, that is |dw:1375383004177:dw|
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