QuestionAugust 25, 2025

What is the domain of this logarithmic function? y=logx all real numbers xvert xgeqslant 0 xvert xgt 10 xvert xgt 0 xvert xgeqslant 10

What is the domain of this logarithmic function? y=logx all real numbers xvert xgeqslant 0 xvert xgt 10 xvert xgt 0 xvert xgeqslant 10
What is the domain of this logarithmic function?
y=logx
all real numbers
 xvert xgeqslant 0 
 xvert xgt 10 
 xvert xgt 0 
 xvert xgeqslant 10

Solution
3.4(278 votes)

Answer

\{ x\vert x\gt 0\} Explanation 1. Identify the domain of a logarithmic function The domain of y = \log x is determined by the condition that the argument of the logarithm must be greater than zero. 2. Apply the condition to find the domain For y = \log x, the argument x must satisfy x > 0.

Explanation

1. Identify the domain of a logarithmic function<br /> The domain of $y = \log x$ is determined by the condition that the argument of the logarithm must be greater than zero.<br />2. Apply the condition to find the domain<br /> For $y = \log x$, the argument $x$ must satisfy $x > 0$.
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