Answer
(answers may vary)
$X_{\text{min}}=1$, $X_{\text{max}}=13$
$Y_{\text{min}}=4$, $X_{\text{max}}=59$
Work Step by Step
Recall:
When creating a scatterplot, the following settings must be followed:
$X_{\text{min}}$ should be slightly lower than the lowest $x$-value
$X_{\text{max}}$ should be slightly higher than the highest $x$-value
$Y_{\text{min}}$ should be slightly lower than the lowest $y$-value
$Y_{\text{max}}$ should be slightly higher than the highest $y$-value
The given data has the following characteristics:
lowest $x$ value is $2$ and maximum is $12$;
lowest $y$ value is $5$ and maximum is $58$
Thus, one reasonable sest of $x$-scale and $y$-scale would be:
$X_{\text{min}}=1$, $X_{\text{max}}=13$
$Y_{\text{min}}=4$, $X_{\text{max}}=59$
