FreakyGirl
Member
Hello.
I need help in the final step of comparing 2 sets of data to check for consistency.
In each dataset there are only 20 possible combination that can happen.
Columns A, B, C for 2016
Columns K, L, M for 2017
For each combination, it shows how many times that combination came up for either S(singles) or P(pards)
for example... in 2016 out of 337 games...
the combination of 4333 came up 8 times for S & 11 times for P
the combination of 4332 came up 7 times for S & 13 times for P etc..
but in 2017 out of 501 games...
the combination of 4333 came up 9 times for S & 26 times for P
the combination of 4332 came up 9 times for S & 28 times for P etc..
I further broke this down into a percentage (which I'm not sure is entirely helpful)...
Columns U, V, W
for S with the combination of 4333 came up: 2.374% in 2016 & 1.796% in 2017
Since approx. 33% more games were played in 2017 how can I check to see if the combination results are being consistent from year to year?
Thanks,
FreakyGirl
I need help in the final step of comparing 2 sets of data to check for consistency.
In each dataset there are only 20 possible combination that can happen.
Columns A, B, C for 2016
Columns K, L, M for 2017
For each combination, it shows how many times that combination came up for either S(singles) or P(pards)
for example... in 2016 out of 337 games...
the combination of 4333 came up 8 times for S & 11 times for P
the combination of 4332 came up 7 times for S & 13 times for P etc..
but in 2017 out of 501 games...
the combination of 4333 came up 9 times for S & 26 times for P
the combination of 4332 came up 9 times for S & 28 times for P etc..
I further broke this down into a percentage (which I'm not sure is entirely helpful)...
Columns U, V, W
for S with the combination of 4333 came up: 2.374% in 2016 & 1.796% in 2017
Since approx. 33% more games were played in 2017 how can I check to see if the combination results are being consistent from year to year?
Thanks,
FreakyGirl