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JEE MATHEMATICS MCQ: SEQUENCE OF SERIES

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Application +4 | -1
If x>0x>0 and log⁡2x+log⁡2(x)+log⁡2(x4)\log _2 x+\log _2(\sqrt{x})+\log _2(\sqrt[4]{x}) +log⁡2(x8)+log⁡2(x16)+…=4+\log _2(\sqrt[8]{x})+\log _2(\sqrt[16]{x})+\ldots=4, then xx equals
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Correct option: C
4
Option C (4) is correct because simplifying the logarithmic expression and solving for x gives x = 4.

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