Question
$(\sec A + \tan A - 1)(\sec A - \tan A + 1) - 2\tan A = $
$ = ({\sec ^2}A - {\tan ^2}A) + \sec A + \tan A - \sec A$$ + \tan A - 1 - 2\tan A = 0$
$( \because {\sec ^2}A - {\tan ^2}A = 1)$
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$\exp \left(\frac{(|z|+3)(|z|-1)}{|| z|+1|} \log _{ e } 2\right) \geq \log _{\sqrt{2}}|5 \sqrt{7}+9 i |$
$i=\sqrt{-1},$ is equal to :