when do i know to stop simplifying?
work these please:
tanx+cotx
and
(tanx/cscx)+(sinx/tanx)
Let S = sin and C = cos.
tan + cot = S/C +C/S = (S^2+C^2)/(SC) = 1/(SC)
tan/csc + sin/tan = (S/C)S + S(C/S) = S^2/C+C = (S^2+C^2)/C = 1/C
Generally you can try to expand everything in terms of C and S, then simplify. You can stop when you can't simplify anymore.
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Verified answer
Let S = sin and C = cos.
tan + cot = S/C +C/S = (S^2+C^2)/(SC) = 1/(SC)
tan/csc + sin/tan = (S/C)S + S(C/S) = S^2/C+C = (S^2+C^2)/C = 1/C
Generally you can try to expand everything in terms of C and S, then simplify. You can stop when you can't simplify anymore.