Question

please answer this with proper explanation....

Answer 1

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Answer 2

Answer:

x=16

Explanation:

$\log_3[\log_4(\log_2x)]=0$

We have an equation of log and to solve for x using log property or formula

Formula: $\text{If }\log_xa=b,\text{ then } a=x^b$

$\log_3[\log_4(\log_2x)]=0$

$\log_4(\log_2x)=3^0$

$\log_4(\log_2x)=3^0$     $\because 3^0=1$

$\log_2x=4^1$                    

$\log_2x=4$                      $\because 4^1=4$

[$x=2^4$

[$x=16$                               $\because 2^4=16$

Thus, we get solution x=16.