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JEE MATHEMATICS MCQ: TRIGONOMETRIC EQUATIONS

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Application +4 | -1
The values of aa for which the equation cos⁡4x−(a+2)cos⁡2x−(a+3)=0\cos ^4 x-(a+2) \cos ^2 x-(a+3)=0 possesses a solution, lies in
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Correct option: A
[−3,−2][-3,-2]
Option A ([-3,-2]) is correct because by solving the quadratic equation for cos⁡2x\cos^2 x and using the fact that 0≤cos⁡2x≤10 \leq \cos^2 x \leq 1, we find that −3≤a≤−2-3 \leq a \leq -2 for the equation to possess a solution.

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