Math, asked by poorvi1104, 4 months ago

prove that : sinθ / 1 - cotθ + cosθ / 1 - tanθ = sinθ + cosθ​

Answers

Answered by aadiff4
0

Answer:

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Step-by-step explanation:

For solving this expression convert tan x and cot x in terms of sinx and cosx.

sin 6

L.H.S. = -Cot * 1-tann8

cos 6

sine

cos

Cos 6+1

1-sin 6

=sin 6

cos

tan = cos 6 Cotosin 8 6

sincot 8 sin

sin20

sin -cos 6

cos20

sin 6-cos 6

sin20-cos20

sin 8- cos 6

(sin 6 +cos 8) (sin 6-cos )

(sin 6 cos 6)

= (cos + sin 0) = RH.S.

Hence proved.

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