Find the domain of the function.
$g ( w ) = \frac { - 7 w } { w - 5 }$
A) all real numbers $w \neq 5$
B) all real numbers $w \neq 5 , w \neq 0$
C) all real numbers
D) $w = 5 , w = 0$
E) $w = 5$

Question

Find the domain of the function.
 $g ( w ) = \frac { - 7 w } { w - 5 }$
A) all real numbers $w \neq 5$
B) all real numbers $w \neq 5 , w \neq 0$
C) all real numbers
D) $w = 5 , w = 0$
E) $w = 5$

Quizplus · Accepted Answer

The only restriction on the domain of the function is that the denominator cannot be equal to zero, which occurs only when $w = 5$. Therefore, the domain of the function is all real numbers except $w = 5$.

Find the Domain of the Function g(w)=−7ww−5g ( w ) = \frac { - 7 w } { w - 5 }g(w)=w−5−7w​

Find the Domain of the Function $g ( w ) = \frac { - 7 w } { w - 5 }$