• There are 2 buckets, both less than half full (but not zero contents)
• The content of bucket 1 is red juice, the content of bucket 2 is yellow juice
• You have a scoop to transfer juice from one bucket to the other
• You start by filling the scoop from the red juice bucket and putting those contents in the yellow juice bucket
• This is not a trick question, there is no spillage or evaporation, we perfectly fill the scoop and transfer the red juice into the yellow juice bucket
• The yellow juice bucket now has some red juice in it
• You then use the scoop to take contents out of the yellow juice bucket (with some red juice in it) and you put those contents in the red juice bucket
• The red juice bucket now contains some yellow juice, and the yellow juice bucket contains some red juice
• You will keep repeating this process over and over again
• The question is:
• What is the relationship of yellow juice in the red juice over time (and vice versa)?
• show the numeric distribution of the juice content at each scoop at least 10 scoops,

Bucket 1 - show Red and Yellow as separate rows and how their contents change %Red vs. % yellow over time with each scoop

Bucket 2 - show Red and Yellow as separate rows and how their contents change %yellow vs. % red over time with each scoop

• Complete the calculations in Excel