Counting fully filled rows in a filtered matrix

hellcat83

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Joined
Aug 16, 2011
Messages
44
Hi

I'm trying to calculate the number of rows in a matrix that have a complete row of data. I would noprmally do this using nested if formuals and a count function, but the columns of the matrix are filterable so the count won't work.

Is there a combination of functions that will adapt as I filter data?

Cheers
 

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Sorry,

An example might be;

6 5 6
4 5
8 7 8
0
5 5 5

I'm calculating the correlations for cols A&B and A&C. That works ok with gaps in.

I'm also calulating the statistical significances of those correlations and need to know how many rows of data have been used. I need something that can ignore the rows with missing numbers and provide a count of how many complete rows there are, in this case 3. The issue is these columns will be filtered to tailor the correlations, so the counting needs to be able to cope with that.

Does that shed anymore light?

Thanks
 
Upvote 0
Sorry,

An example might be;

6 5 6
4 5
8 7 8
0
5 5 5

I'm calculating the correlations for cols A&B and A&C. That works ok with gaps in.

I'm also calulating the statistical significances of those correlations and need to know how many rows of data have been used. I need something that can ignore the rows with missing numbers and provide a count of how many complete rows there are, in this case 3. The issue is these columns will be filtered to tailor the correlations, so the counting needs to be able to cope with that.

Does that shed anymore light?

Thanks
Add another column to the data table and put a formula in each cell that returns a 1 if all the cells in that row are filled.

Something like this...

=--(COUNT(A2:C2)=3)

Then you can use a SUBTOTAL function on that column:

=SUBTOTAL(9,D2:D6)
 
Upvote 0

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