# describe what this means in practical terms. f(x)=(150x+120)/(0.05x+1) the number of bass. f(x), months in a lake that was stocked with 120 bass.

Involve rational functions that model the given situations. In each case, find the horizontal asymptote as $x\to \infty$ and then describe what this means in practical terms.
$f\left(x\right)=\frac{150x+120}{0.05x+1}$ the number of bass. f(x), months in a lake that was stocked with 120 bass.
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Brighton
y=3000. After a period of many month, the number of bass will stay around 3000.