MHT CET 2024 Mathematics question

MathematicsTrigonometric EquationsMHT CET 2024

Not in JEE Main syllabus

Let and . (x is measured in radians). The x lies in the interval

Answer: (D)

Solution

First inequality: . Since always, we need , i.e. . Second inequality: . Now intersect: for , ; since

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Question ID VK-093128