Asked by Anonymous
Find the linear to linear function f(x) satisfying the given requirements: f(10)=20, f(30)=25, and the graph of f(c) has y=30 as its horizontal asymptote
Answers
Answered by
Steve
f(x) = (ax+b)/(x+d)
Since y=30 is the asymptote, a=30:
f(x) = (30x+b)/(x+d)
Now plug in your two points and solve for b,d.
Since y=30 is the asymptote, a=30:
f(x) = (30x+b)/(x+d)
Now plug in your two points and solve for b,d.
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