what is the proving of this question
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pls mark as brainlist
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pls mark as brainlist
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Heya ,here is your answer friend ⤵⤵
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Cos(π+x) Cos(-x)/Sin(π-x) Cos ( π/2+x)
Now using the following identity,
Cos (π+x)= -Cosx
Cos(-x). = Cosx
Sin(π-x)= -Sinx
Cos(π/2+x)= Sinx
We have,
-Cosx*Cosx/-Sinx*Sinx
-Cos^2x/-Sin^2x
We know cosx/sinx= cord
So, -cos^2x/-Sin^2x= Cot^2x
Which is the needed proof
L.H.S= R.H.S
Hence prooved
Hope it helps you ✌✌
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Cos(π+x) Cos(-x)/Sin(π-x) Cos ( π/2+x)
Now using the following identity,
Cos (π+x)= -Cosx
Cos(-x). = Cosx
Sin(π-x)= -Sinx
Cos(π/2+x)= Sinx
We have,
-Cosx*Cosx/-Sinx*Sinx
-Cos^2x/-Sin^2x
We know cosx/sinx= cord
So, -cos^2x/-Sin^2x= Cot^2x
Which is the needed proof
L.H.S= R.H.S
Hence prooved
Hope it helps you ✌✌
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