(1-tan^(2)(45^(@)-theta))/(1+tan^(2)(45^...

(1-tan^(2)(45^(@)-theta))/(1+tan^(2)(45^(@)-theta))=

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(1-tan^(2)(45^(@)-theta))/(1+tan^(2)(45^(@)-theta))=
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If theta=45^(@) then (tan^(2)theta-1)/(sec^(2)theta)=
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tan(45^(@)+(1)/(2)theta)=sqrt((1+sin theta)/(1-sin theta))
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tan (45^(@) +(1)/(2) theta) = sqrt((1+sin theta)/(1-sin theta))
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tan(45^(@)+ theta )*tan(45^(@)-theta)=
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Prove that,tan(45^(@) + theta) = (1 + tan theta)/(1- tan theta).
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(1-tan^(2)(45^(@)-theta))/(1+tan^(2)(45^(@)-theta))=
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Prove: tan (45^(@)+ theta ) = (1 + tan theta)/( 1- tan theta )
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