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We have reason to believe that seed dispersal should follow an inverse square law, with number...

We have reason to believe that seed dispersal should follow an inverse square law, with number of seeds proportional to (1/r^2 ) where r is the distance from the source.

The data are:

Distance ( r ), m: 5 10 15 25

Number of seeds: 200 65 24 11

Doing calculations by hand or calculator, does the distribution of seeds follow the expected distribution ?

Math   Statistics-And-Probability   
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