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JEE MATHEMATICS MCQ: TRIGONOMETRIC EQUATIONS
1
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Application
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Let be the set of all such that the equation, has a solution. Then, is equal to
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Correct option: D
[2, 6]
Option D ([2, 6]) is correct because it represents the range of values for for which the given equation has a solution, derived by analyzing the range of the sine function.
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Statement I: If slope of the tangent line is zero, then tangent line is perpendicular to the -axis.
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If , where , then is equal to The value of is If and , then is equal to
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