Answer:
y = 2/(x-4) - 2
y = 3/(x-4) - 2
Step-by-step explanation:
asymptote x = 4, when (x-4) in the denominator
asymptote y = -2 when the quotient (whole number, outside the fraction is -2)
y = a/(x-4) - 2, where a is not 0
Two functions could be:
y = 2/(x-4) - 2
y = 3/(x-4) - 2
