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How do you find the domain for x/(3x-1)? | HIX Tutor

We must exclude the values that nullify the denominator hence
<mathjax>#3x-1=0=&gt;x=1/3#</mathjax>

We must exclude the values that nullify the denominator hence
<mathjax>#3x-1=0=&gt;x=1/3#

The domain is <mathjax>#Df=R-{1/3}#</mathjax>

Avery Alexander

To find the domain of the function \( \frac{x}{3x - 1} \), you need to consider the values of \( x \) that make the denominator nonzero. Therefore, the domain is all real numbers except for the value that makes the denominator zero. In this case, the denominator becomes zero when \( 3x - 1 = 0 \), so you solve for \( x \) to find the value to exclude from the domain.

How do you find the domain for #x/(3x-1)#?