Question

question 13 5 pts which of these best describes the domain of a logarithmic function in general form? all real numbers except x ≠ 0 all positive integers all real numbers all real numbers greater than zero

Explanation:

The general form of a logarithmic function is $\log_b(x)$ where $b>0, b
eq1$. By definition, logarithms are the inverse of exponential functions, and exponential functions only produce positive outputs. Thus, the input to a logarithm (the argument) must be a positive real number, as we cannot take the logarithm of 0 or a negative real number in the real number system.

Answer:

All real numbers greater than zero