(tan cube theta/ 1+ tan squared theta+ cot cube theta/1+ cot squared theta)= sec theta cosec theta-2 sin theta cos theta
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Answer:
(1 – cos2 A) cosec2 A
= (sin2 A) cosec2 A [∵ sin2 A + cos2 A = 1 ⇒1 – sin2 A = cos2 A]
= 12
= 1 = R.H.S
– Hence Proved
2. (1 + cot2 A) sin2 A = 1
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