1 - tan square A by 1 + tan square A is equal to 2 cos square A minus one
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=1- tan ² A/1 + tan ² A
=1- sin²A/cos²A/1+ sin²A /cos²A
=cos²A - sin²A/cos²A/cos²A+ sin²A/cos²
so,
= cos²A - (1- cos²A)/1
= 2cos²A - 1/+1
so, 2cos²A proved
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