Asked by Jimmy G
Use the given functions to find g(f(x)), and give the restrictions on x.
f(x)=1/x-4
g(x)=(3/x)+4
I'm having trouble find the restrictions for x
f(x)=1/x-4
g(x)=(3/x)+4
I'm having trouble find the restrictions for x
Answers
Answered by
Anonymous
I assume you made a parenthesis mistake and mean
1 / (x-4)
g( f(x) )=(3/{ 1/(x -4) } )+4
g( f(x) )=(3( x-4) )+4
= 3 x - 12 + 4
= 3 x - 8
1 / (x-4)
g( f(x) )=(3/{ 1/(x -4) } )+4
g( f(x) )=(3( x-4) )+4
= 3 x - 12 + 4
= 3 x - 8
Answered by
Jimmy G
I got that part correct. Thank you!
But how do I look for the restrictions on x?
So where x=/= ?
But how do I look for the restrictions on x?
So where x=/= ?
Answered by
Anonymous
When x = 4 you have a zero denominator
Then you have
g( f(x) )=(3/{ 1/ (ZERO) } )+4
Then you have
g( f(x) )=(3/{ 1/ (ZERO) } )+4
Answered by
Jimmy G
So restrictions would be 4 and 0?
I don't know why this is confusing me so much!!!
I don't know why this is confusing me so much!!!
Answered by
Anonymous
Just 4
because x=4 gives 4-4 = 0 in the denominator
because x=4 gives 4-4 = 0 in the denominator
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.