Log(10^6x) = ? A. 6x B. 60 O C. X O D. 106

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Akkumulator asked Feb 14, 2023

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Log(10^6x) = ? A. 6x B. 60 O C. X O D. 106

Mathematics
high-school

Akkumulator asked Feb 14, 2023

by Akkumulator

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Answer: A. 6x

Explanation:

$log10^(6x)=\\\\6x(log10)=\\\\6x(1)=\\\\6x$

Debora answered Feb 16, 2023

by Debora

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14 votes

Log (10^6x) =

6x ,

then

10^n = 10^6x

So then we obtain

n= 6x

Then answer is

OPTION A) 6x

Dov answered Feb 18, 2023

by Dov

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