tanA-cotA upon sinAcosA =tansquareA -cot square A
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=tanA -cotA/sinAcosA
=1/cossquareA -1/sinsquareA
=SecsquareA - cosecsquareA
=1+tansquareA -1 -cotsquareA
=tansqaureA- cotsquareA
hence proved
=1/cossquareA -1/sinsquareA
=SecsquareA - cosecsquareA
=1+tansquareA -1 -cotsquareA
=tansqaureA- cotsquareA
hence proved
yash510:
thnks
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