SOLUTION: 1. Rewrite y = 4x-15/x-3 into graphing form.
2. Describe the end behavior of this function as |x| increases without bound.
Thanks for the help
Algebra.Com
Question 1091960: 1. Rewrite y = 4x-15/x-3 into graphing form.
2. Describe the end behavior of this function as |x| increases without bound.
Thanks for the help
Answer by rothauserc(4718) (Show Source): You can put this solution on YOUR website!
y = (4x-15) / (x-3)
:
y = (4(x-3) -3) / (x-3)
:
y = 4 - (3 / (x-3))
:
This is the graph of the equation
:
:
as |x| increases the function is asymptotic to y = 4
:
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