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(1 - sin x)(1 + sin x) = cos^2 x verify the identity
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\[(1 - \sin x)/(1 + \sin x) = cosx/( 1+sinx)\]
\[(1-b)(a+b)=1-b^2\]
ca you explain that to me?
second "identity" you wrote is wrong
i re wrote it as the first answer thing:)
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this \((1 - \sin( x))(1 + \sin (x)) = \cos^2 (x)\) is what you are trying to verify, right?
no
oh sorry
(1-sinx)/cosx=cosx/(1+sinx)
Remember that \[\cos^{2}(x) + \sin^{2}(x) = 1\]
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thats it @satellite73
i dont understand that one
@mebs
can you please explain it to me ?
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