If cosecθ - cot θ = 1/2, 0 < θ < π/2, then cosec θ + cot θ =
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Step-by-step explanation:
Given, Cosec theta - cot theta =1/2.
Cosec^2 theta - cot^2theta = 1
(Cosec theta + cot theta) (Cosec theta - cot theta) =1
(Cosec theta + Cot theta) * 1/2=1
(Cosec theta + cot theta) = 1* 2
(Cosec theta + cot theta) =2
Answered by
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Answer:
Given, Cosec theta - cot theta =1/2.
Cosec^2 theta - cot^2theta = 1
(Cosec theta + cot theta) (Cosec theta - cot theta) =1
(Cosec theta + Cot theta) * 1/2=1
(Cosec theta + cot theta) = 1* 2
(Cosec theta + cot theta) =2
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