Math, asked by nagarangadasari, 1 year ago

Prove that (sinA-2sin³A)÷2cos³A-cosA=tanA​

Answers

Answered by sudhirvihan
0

Answer:

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Answered by Anonymous
1

Hola‼.......

LHS,

sin A ( 1 - sin ² A ) / [ cos A ( 2 cos ² A - 1 ) ]

sin A ( 2 cos ² A - 1 )

-------------------------------

cos A ( 2 cos ² A - 1 )

sin A

--------

cos A

tan A.

or,

sinA-2sin^3A/2cos^3A-cosA

= sinA [ 1 -2sin^2A] / cos A [ 2cos^2A- 1]

= sinA [ cos 2A] / cos A [cos 2A]

= sinA / cos A

= tan A

= R.H.S

Hope it’s helpful.....

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