what is the domain of $y = \\log_{6}x$?\nall real numbers less than 0\nall real numbers greater than 0\nall…

what is the domain of $y = \\log_{6}x$?\nall real numbers less than 0\nall real numbers greater than 0\nall real numbers not equal to 0\nall real numbers

what is the domain of $y = \\log_{6}x$?\nall real numbers less than 0\nall real numbers greater than 0\nall real numbers not equal to 0\nall real numbers

Answer

Explanation:

Step1: Recall log - function domain rule

The domain of the logarithmic function (y = \log_{a}x) is (x>0) for (a>0,a\neq1). In the function (y=\log_{6}x), the base (a = 6>0,a\neq1).

Step2: Determine the domain

Based on the rule, the domain of (y=\log_{6}x) is all real - numbers greater than 0.

Answer:

all real numbers greater than 0