Answer:
logarithmic form is x = \(log_{b}(n)\).
Step-by-step explanation:
Given : \(b^{x} = n\).
To find : Express this equation in logarithmic form.
Solution : We have given that \(b^{x} = n\).
By the Logarithmic rule : If \(p^{q} = r\) in which case one writes q =\(log_{p}(r)\).
On comparing p = b , q =x , r = n .
Plugging the values
\(b^{x} = n\) : x = \(log_{b}(n)\).
Therefore, logarithmic form is x = \(log_{b}(n)\).
