Movie theaters derive most of their income from sales at the snack counter so understanding consumer purchasing patterns helps managers decide which products should be bundled together. The mosaic plot below summarizes the drink and popcorn purchases at the snack counter at a small-town theater on a Friday evening.

Your question is incomplete. I am attaching the mosaic plot as an image here and writing the complete question below:

Movie theaters derive most of their income from sales at the snack counter so understanding consumer purchasing patterns helps managers decide which products should be bundled together. The mosaic plot below summarizes the drink and popcorn purchases at the snack counter at a small-town theater on a Friday evening. Based just on this mosaic plot, are popcorn purchase and drink purchase independent?Yes No because ? The column widths are not approximately the same. The column widths are approximately the same. The proportion of customers who bought popcorn is not the same across customers who did or did not buy drinks. The proportion of who bought popcorn is approximately the same across customers who did or did not buy drinks.

No, because the column widths are not approximately the same,

Step-by-step explanation:

The question is asking us to explain whether popcorn purchase and drink purchase are independent or not. By looking at the mosaic plot, we can see that the column widths are not equal, which indicates that the two variables are not independent.

A mosaic plot of independent variables has equal widths for all categories. So, the correct answer for this question is that popcorn purchase and drink purchase are not independent because the column widths are not approximately the same.

false.

step-by-step explanation:

false.

cavalieri's principle makes that statement about the volumes, not about the areas.

this doesn't make sense lol