SOLUTION: tanx(sinx)/tanx+sinx=tanx-sinx/tanx(sinx) -> prove the trigonometric identity Help!! If it helps, do only one side because we are not allowed to combine both. One must equal the o

Question 923955: tanx(sinx)/tanx+sinx=tanx-sinx/tanx(sinx) -> prove the trigonometric identity
Help!! If it helps, do only one side because we are not allowed to combine both. One must equal the other. Choose which side you wish to solve. Solutions step by step. I've been trying a lot and nothing's worked, please help. Thank You!
Answer by josgarithmetic(39628) (Show Source): You can put this solution on YOUR website!
You posted this same exact question three more times. You need to write the identity properly without ambiguity, and then maybe someone would respond and try to prove what you actually have.
RELATED QUESTIONS
(Sinx+tanx)(sinx�1+cosx)=sinx�tanx prove the identity (answered by josgarithmetic,MathTherapy)

Prove the identity. sinx tanx ---- = -------- sinx+cosx (answered by edjones)

tanx(sinx)/tanx+sinx=tanx-sinx/tanx(sinx) -> prove the trigonometric identity Please... (answered by brysca)

-sinx/-tanx*tanx*cosx (answered by ikleyn)

Prove the identity: sinx/(1-cosx) -... (answered by Edwin McCravy)

tanx... (answered by Alan3354)

prove: sinx-1/sinx =... (answered by Alan3354)

Prove that... (answered by erica65404)