I am having difficulty intersecting two different sets. The first set is formatted structured set while the second set is unstructured. That is values can interchange positions with each other in second set. I will explain with an example:
First Set:
[(1..5,1..12)]
Second Set:
[(A..Z,0..9,0..9)]
The second set can have 3 sets such as:
[(A..Z,0..9,0..9)],[(0..9,A..Z,0..9)],[(0..9,0..9,A..Z)]
So an intersection example of First set and Second set would be a total of 5 placement of values
Examples:
[(1,5),(A,2,9)],
[(1,5),(A,2,9)],
[(3,11),(8,T,9)],
[(3,11),(8,T,9)],
[(4,12),(9,2,P)],
[(4,12),(9,2,P)],
[(1,2),(A,1,0)],
[(1,2),(A,1,0)],
[(5,10),(F,2,9)],
[(5,10),(F,2,9)],
[(5,7),(3,A,3)],
So my question is how many number of sets can be generated with intersection of structured 1st set and unstructured 2nd set?
First Set:
[(1..5,1..12)]
Second Set:
[(A..Z,0..9,0..9)]
The second set can have 3 sets such as:
[(A..Z,0..9,0..9)],[(0..9,A..Z,0..9)],[(0..9,0..9,A..Z)]
So an intersection example of First set and Second set would be a total of 5 placement of values
Examples:
[(1,5),(A,2,9)],
[(1,5),(A,2,9)],
[(3,11),(8,T,9)],
[(3,11),(8,T,9)],
[(4,12),(9,2,P)],
[(4,12),(9,2,P)],
[(1,2),(A,1,0)],
[(1,2),(A,1,0)],
[(5,10),(F,2,9)],
[(5,10),(F,2,9)],
[(5,7),(3,A,3)],
So my question is how many number of sets can be generated with intersection of structured 1st set and unstructured 2nd set?