How do I rewrite the function y=(6x-2)/(2x+2) in graphing form???
what is this function's parent function??
How do I find domain and range and end behavior of the function as |x| increases without bound??
please help!!!!
+129838 y=(6x-2)/(2x+2) we can simplify this to:
y = [2 (3x - 1) ] / [ 2 ( x + 1] = [3x - 1 ] / [ x + 1 ]
The graph will have a vertical asymptote at x = -1
And.....it will have horizontal asymptote at y = 3
The domain is all x except -1
The range is all y except 3
As x increases without bound to the right and left, the function approaches y = 3
Here's the graph : https://www.desmos.com/calculator/kh5zyya04d
From the graph, I believe that the parent function is -1/x [ I am not sure about this !!! ]
