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simplify (-Sin^2(x)+sin(x))/(1+sin(x))
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Is there anything you can factor out of the numerator? \(\sin(x)-\sin(x)*\sin(x)\) ?
sinx(sinx+1)/(sinx+1)=sinx
the original problem is (Sin^2(-x)-sin(-x))/(1-sin(-x))
Sin(-x) = -Sin(x) so your original question is equivalent. :)
well yeah - but see gave an answer that disappeared a negative @_@.. I have gotten the equation to the point of looking like this: -sin^2(x)sin(x)-sin^2(x)..Any ideas?
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