#### Answer

Providence's variation is bigger.

#### Work Step by Step

Coefficient of variation=$\frac{standard \ deviation}{mean}$
By using the results from before:
$cv_{JV}=\frac{standard \ deviation}{mean}=\frac{0.4767}{7.15}=0.0667=6.67$%
$cv_{P}=\frac{standard \ deviation}{mean}=\frac{1.8216}{7.15}=0.2548=25.48$%
Hence providence's variation is bigger.