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Answer:
cosec θ − cot θ = 1/3
⇒(cosec θ −cot θ) = cosec²θ - cot²θ/3
⇒(cosecθ − cotθ)=
(cosecθ − cotθ) (cosecθ + cotθ)/3
⇒(cosecθ+cotθ)=3
Hence, the answer is 3.
Step-by-step explanation:
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Answered by
1
Step-by-step explanation:
cosecø- cotø =⅓
We know that,
cosec²ø - cot²ø = 1
(cosec ø + cot ø)(cosec ø - cot ø) = 1
putting cosecø- cotø =⅓
(cosec ø + cot ø)× ⅓ = 1
(cosec ø + cot ø) = 3
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