prove the above statement...
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Hii There!!!
Here firstly consider L.H.S
=> sin(90°-theta) × cos(90°- theta)
= cos theta × sin theta
= sin theta × cos theta
Now if we consider R.H.S we get,
=> tan theta / 1 + tan^2 theta
= tan theta / sec^2 theta
= (sin theta / cos theta) × cos^2 theta
= sin theta × cos theta
Hence , L.H.S = R.H.S
__________________________
Hope it helps✌
Here firstly consider L.H.S
=> sin(90°-theta) × cos(90°- theta)
= cos theta × sin theta
= sin theta × cos theta
Now if we consider R.H.S we get,
=> tan theta / 1 + tan^2 theta
= tan theta / sec^2 theta
= (sin theta / cos theta) × cos^2 theta
= sin theta × cos theta
Hence , L.H.S = R.H.S
__________________________
Hope it helps✌
styla1:
thanks very much
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