simplify the trigonometric expression? sin^2(theta)/1- cos(theta)

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simplify the trigonometric expression? sin^2(theta)/1- cos(theta)

Mathematics
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trig identity sin^2 theta = what ?
Just a suggestion, but go to mathway.com and it solves most problems your stuck on and helps break stuff down
i know sin (theta) = 1/csc(theta)

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just becareful sometimes it will give u the wrong answer js :)
identity \[\huge\rm sin^2 \theta + \cos^2 \theta = 1 \] solve this for sin^2 theta
oh yeah, i forgot about that! sin^2 (theta) = 1-cos^2(theta)
Yeah you have to be exact with it and sometimes it wont give you the answer so, Yeah:) very helpful though still
yep right now apply difference of square method \[\huge\rm a^2 - b^2 = (a+b)(a-b)\]
(1 + cos (theta))(1-cos(theta))?
so the answer is 1 + cos(theta)?
yep right \[\huge\rm \frac{ (1 - \cos \theta )(1+ \cos \theta)}{ 1-\cos \theta }\]
yes right
cuz 1 - cos(theta) cancels out
thanks!
np :-)

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