prove cot2a - 1/ sin2a =-1
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1/sin2A=cosec2A=cot2A=cosec24=cot2A-1/sin2A=cot24-coesec2A=cot2A-1-cot2A= -1
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Answer:
Step-by-step explanation:
Cot^2a-1/sin^2a
= (cos^2a/sin^2a)-(1/sin^2a) as (cot^2a= cos^2a/sin^2a)
= (cos^2a-1)/sin^2a
= -sin^2a/sin^2a , as (sin^2a+cos^2a= 1) so (cos^2a-1=-sin^2a)
= -1
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