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JEE MATHEMATICS MCQ: TRIGONOMETRIC EQUATIONS

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Analyzing +4 | -1
The most general solution of

21+ ∣ cos⁡x ∣+ cos⁡2x+ ∣ cos⁡3x ∣+…∞=4{2^{1 + \,\left| {\,\cos x\,} \right| + \,{{\cos }^2}x + \,\left| {\,{{\cos }^3}x\,} \right| + \ldots \infty }} = 4 is given by
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Correct option: A
x=nπ  ±  π3,  n∈Zx = n\pi \,\, \pm \,\,\frac{\pi }{3},\,\,n \in Z
Option A (x = nπ ± π/3, n ∈ Z) is correct because solving the equation leads to cos x = ±1/2, which gives the general solution x = nπ ± π/3.

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