The solution set of 2 log2 log2 x + log...

The solution set of ` 2 log_2 log_2 x + log_(1/2) log_2 (2 sqrt2 x) = 1` is

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The solution set of log_(x)2 log_(2x)2 = log_(4x) 2 is :

Solve : (v) 2log_(2)log_(2)x+log_(1/2)log_(2)(2sqrt(2)x) = 1 .

Find all real numbers x which satisty the equation. 2log_2log_2x+log_(1/2)log_2(2sqrt2x)=1

Find all real numbers x which satisty the equation. 2log_2log_2x+log_(1/2)log_2(2sqrt2x)=1

Find all real numbers x which satisty the equation. 2log_2log_2x+log_(1/2)log_2(2sqrt2x)=1

2log_(2)(log_(2)x)+log_((1)/(5))(log_(2)2sqrt(2x))=1

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