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JEE MATHEMATICS MCQ: TRIGONOMETRIC EQUATIONS

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Application +4 | -1
If tan⁡2x+sec⁡x−a=0\tan ^2 x+\sec x-a=0 has atleast one solution, then the complete set of values of aa is
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Correct option: D
[−1,∞)[-1, \infty)
Option D ([−1,∞)\left[-1, \infty\right)) is correct because by converting the equation to a quadratic in sec⁡x\sec x and analyzing the possible values of sec⁡x\sec x, we find that a≥−1a \geq -1 for the equation to have at least one solution.

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