prove that( cotA -1) / 2 -sec^2A = cotA /1+tanA
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LHS=cotA−1
2−sec2A
=1tanA−1
2−(1+tan2A)
=1−tanA
tanA
1−tan2A
=1-tanA
tanA(1−tan2A)
=1-tanA
tanA(1−tanA)(1+tanA)
=1
tanA(1+tanA)
=cotA
1+tanA
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