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Question Number 17073 by Kunal kumar shukla last updated on 30/Jun/17

Commented by Kunal kumar shukla last updated on 30/Jun/17

wrong answer

wronganswer

Commented by Kunal kumar shukla last updated on 30/Jun/17

answer:−[2nπ−π/6,2nπ]∪[2nπ+7π/6,2nπ+2π]

answer:[2nππ/6,2nπ][2nπ+7π/6,2nπ+2π]

Commented by prakash jain last updated on 02/Jul/17

2sin^2 θ+3sin θ−2≥0  (2sin θ−1)(sin θ+2)≥0  sin θ+2 is always +ve  2sin θ−1≥0  ⇒sin θ≥(1/2)  1st quadrant  θ∈[2nπ+(π/6),2nπ+(π/2)]  2nd quadrant  θ∈[2nπ+(π/2),2nπ+((5π)/6)]  θ∈[2nπ+(π/6),2nπ+((5π)/6)]

2sin2θ+3sinθ20(2sinθ1)(sinθ+2)0sinθ+2isalways+ve2sinθ10sinθ121stquadrantθ[2nπ+π6,2nπ+π2]2ndquadrantθ[2nπ+π2,2nπ+5π6]θ[2nπ+π6,2nπ+5π6]

Commented by 1234Hello last updated on 03/Jul/17

Does the answer matches?

Doestheanswermatches?

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