What do I get when I divide the area containing the individuals by the mean of the binomial distribution of individuals?

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I am exploring ideas for my PhD in Plant Epidemiology, I know that the area of a rectangle is:

$area=bh$, where b is base and h is height, and the mean of the binomial distribution is $E[X]=np$ where n is the number of individuals and p is the probability of an individual being "positive".

When I use the equation $area/E[X]$, what does this represent in the real world? Basically, does this equation even make sense?

Thank you for any assistance you can provide!