A packaging process is supposed to till small boxes ot raisins with approximately $50$ raisins so that each box will have the same mass. However, the number of raisins in each box will vary. Suppose $100$ boxes of raisins are randomly sampled, the raisins counted, and the following data obtained:

$\backslash$table$[[57,51,53,52,50,60,51,51,52,52],[44,53,45,57,39,53,58,47,51,48],[49,49,44,54,46,52,55,54,47,53],[49,52,49,54,57,52,52,53,49,47],[51,48,55,53,55,47,53,43,48,46],[54,46,51,48,53,56,48,47,49,57],[55,53,50,47,57,49,43,58,52,44],[46,59,57,47,61,60,49,53,41,48],[59,53,45,45,56,40,46,49,50,57],[47,52,48,50,45,56,47,47,48,46]]$

Construct a grouped frequency distribution for these data. What does the frequency distribution reveal about the box fills?

For comparison, create a histogram of the data and see how that compares to your frequency distribution.