Respuesta :
Answer: [tex]b^{x} = N[/tex]
Explanation: Recall what the relationship between logarithmic functions and exponential functions are; they are inverses.
In order to convert a log function into an exponent, we need three things: the base, the power, and the answer.
Logs have it in the form: [tex]log_b(a) = p[/tex], where b is the base, p is the power, and a is the answer.
Hence, if we want to write it in exponent form, we'd simply turn the tables.
Exponent form: [tex]b^{p} = a[/tex]
Hence, for this log function, we'll write: [tex]b^{x} = N[/tex]
Explanation: Recall what the relationship between logarithmic functions and exponential functions are; they are inverses.
In order to convert a log function into an exponent, we need three things: the base, the power, and the answer.
Logs have it in the form: [tex]log_b(a) = p[/tex], where b is the base, p is the power, and a is the answer.
Hence, if we want to write it in exponent form, we'd simply turn the tables.
Exponent form: [tex]b^{p} = a[/tex]
Hence, for this log function, we'll write: [tex]b^{x} = N[/tex]
