
A Mathmatical problem (basic maths but many variables)
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Description
I have broken the problem down to it's bare minimum for ease of understanding and once a working formula is known i will expand upon that myself. I will include a spreadsheet to give an example which can be used as a test data set.
The formula should provide a full count of all 'origin/destination' moves but worked out from only certain bits of information. Please see the spreadsheet to explain this further.
I welcome your thoughts on the subject
Any further questions please ask me i will try to provide any assistance.
Thanks for looking.
Andrew P.
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there are many solution of it. more than hundreds
but can list all solutions in an ecel sheet -

What is the minimum amount of input data that will be available, for example might we know:
Total Number of journeys = 2227
Total Number of Journeys from A = 572
Total Number of Journeys from B = 595
Total Number of Journeys from C = 639
Total Number of Journeys from D = 421
Total Number of Journeys to A = 397
Total Number of Journeys to B = 818
Total Number of Journeys to C = 711
Total Number of Journeys to D = 301
If you could confirm this is the minimum number of inputs available that would be great. Please let me know if there are additional inputs that are not known to us.
v/r
Tony