prove that (cotA-1)/(2-sec^2A)=cotA/(1+tanA)
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cotA-1/1-A
=( cotA -1)A /( A-1)
=A/(cotA+1)
= cotA/ 1+tanA
=( cotA -1)A /( A-1)
=A/(cotA+1)
= cotA/ 1+tanA
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