What is the domain and range of #(x-1)/(x-4)#?
1 Answer
Domain:
Range:
Explanation:
The domain of the function will include all possible value of
To determine the range of the function, you can do a little algebraic manipulation to rewrite the function as
#y = ((x - 4) + 3)/(x-4) = 1 + 3/(x-4)#
Since the fraction
#y = 1 + 0 = 1#
This means that the range of the function will be
graph{(x-1)/(x-4) [-18.8, 21.75, -10.3, 9.98]}