the value of sin^2theta+1/1+tan^2theta
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(sin^2x+1)/(1+tan^2x)=
(sin^2x+1)/(1+[sin^2x/cos^2x])
( sin^2x+1)/([cos^2x+sin^2x]/cos^2x)
(sin^2x+1)cos^2x
(1+sin^2x)(1-sin^2x)=1-sin^4x
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