Answer
Mathematical model:
$y=2.5385x$
If $x=10~in$
$y=25.385~cm$
If $x=20~in$
$y=50.7692~cm$
Work Step by Step
$y=kx$
When $y=33~cm$, $x=13~in$:
$33=k(13)$
$k=\frac{33}{13}\approx2.53846$
Then:
$y=2.5385x$
If $x=10~in$
$y=2.53846\times10=25.385~cm$
If $x=20~in$
$y=2.53846\times20=50.7692~cm$