Answer
Mathematical model:
$y=3.786x$
If $x=5~gallons$
$y=18.93~liters$
If $x=25~gallons$
$y=95.65~liters$
Work Step by Step
$y=kx$
When $y=53~liters$, $x=14~gallons$:
$53=k(14)$
$k=\frac{53}{14}\approx3.786$
Then:
$y=3.786x$
If $x=5~gallons$
$y=3.786\times5=18.93~liters$
If $x=25~gallons$
$y=3.786\times25=95.65~liters$