Given:
There are given that the value into the exponent notation.
[tex]\begin{gathered} (1)1.2^3=m \\ (2)e^b=9 \\ (3)a^4=24 \end{gathered}[/tex]
Explanation:
To rewrite the log notation, we need to use the log rule in the given function.
Then,
From the first function:
[tex]1.2^3=m[/tex]
Then,
Converting the exponential equation to a logarithmic equation using the logarithmic base (1.2) of the right side m equal to the exponent 3.
So,
The log notaion is:
[tex]\log _{1.2}(m)=3[/tex]
From the second function:
[tex]e^b=9[/tex]
Then,
The log notation is:
[tex]\log _e(9)=b[/tex]
And,
From the third function:
[tex]a^4=24[/tex]
Then,
The log notation is:
[tex]\log _a(24)=4[/tex]
