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HHHHHEEEEEEEEEELLLLLLLPPPPPPPPPP logsqrt2(4)=x Solve for x
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something like \(\ 2\log(\sqrt{4}) = x\) ?
Or would you mind drawing out your problem? I'm a bit confused with the notation.
Ya sorry \[\log_\sqrt{2}{4} =x\]
Oh, the base is square root 2.
For this you ask yourself, to what power of x is \(\ \sqrt{2}\) = 4?
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|dw:1413516415758:dw| I call this flower power. it essentially means \(\ (\sqrt{2})^x = 4\)
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