Question

Express in exponential form. Log2(x)=3

Answer 1

Answer:

$2^{3}=x$

Step-by-step explanation:

We have to express the log in exponential form

The given expression is $log_{2}(x)=3$

As we know, if  $log_{b}a=c$ then $b^{c}=a$

So $2^{3}=x$ will be the esponential form of  $log_{2}(x)=3$

Answer 2

Log2 (x)=3
Log 2 × x=3
Log x=3-2
Log x=1
X=1
1/x = log2/3 (x)