If \[{{\log }_{2}}\left[ {{\log }_{3}}\left( {{\log }_{2}}x \right) \right]=1\], then x is equal to:

If \[{{\log }_{2}}\left[ {{\log }_{3}}\left( {{\log }_{2}}x \right) \r

1.	If \[{{\log }_{2}}\left[ {{\log }_{3}}\left( {{\log }_{2}}x \right) \right]=1\], then x is equal to:
A.	0
B.	12
C.	128
D.	512
Answer» E.

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If \[{{\log }_{2}}\left[ {{\log }_{3}}\left( {{\log }_{2}}x \right) \right]=1\], then x is equal to:

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