Find an equation of a rational function with the following characteristics:
xint of 5, yint of 5/8, vertical asymptote x=8/5, horizontal asymptote y=1/3
What is a possible answer and how did you arrive at each step?
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2 answers

vertical asymptote
y = a/(5x+8)
xint
y = a(x5)/(5x+8)
horizontal asymptote
y = (5/3)(x5)/((5x+8)) = (5x25)/(15x+24)
This has a yintercept of 25/24
So, how will you adjust it to get 5/8?
you want y(0) = 5/8, so 👍
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answered by oobleck 
How would I continue from there?
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answered by Rational Boi
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