SOLUTION: Find the domain of the function:
{{{h(x)=7x/x(x^2-9)}}}
Algebra.Com
Question 310403: Find the domain of the function:
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
The domain of a rational function is all real numbers EXCEPT any number that would cause the value of the denominator to be zero. Take the denominator and set it equal to zero:
\ =\ 0)
and then solve for 
Factor:
(x\ -\ 3)\ =\ 0)
Therefore, 
, 
, and 
must be excluded from the domain. Using interval notation, the domain is:
\ \small\cup\LARGE\ \left(-3,0\right)\ \small\cup\LARGE \left(0,3\right)\ \small\cup\LARGE\ \left(3,\infty\right)\)
Or in set-builder notation:
John
RELATED QUESTIONS
Find the domain of the function h given by
h(x)= 2x=3
_____
x^2-9
(answered by stanbon)
I need help with finding the domain of the function:
h(x)=7x over x(x^2-9) (answered by stanbon)
Find the domain of the function: h(x)= 7x/x(x^2-9)
Not sure of the steps, thank you for... (answered by robertb)
The function h is defined as h(x)=9/6x^2-7x, find... (answered by Boreal)
find the domain of the given function... (answered by nyc_function)
find the domain of the function algebraically... (answered by lwsshak3)
Find the domain and range of the function:... (answered by lwsshak3)
find the domain of the function
g(x)=... (answered by jim_thompson5910)
I need to find the domain of the function
g(x)= __4__... (answered by solver91311)