SUMIFS Statement under Parent Item

05/31/19 Edited 12/09/19

I need to Sum the "Total" column cells IF:

1) Column Department Allocation Code = "49 CONTINUOUS IMPROVEMENT:

Formula: =SUMIFS(Total:Total, Department Allocation Code:Department Allocation Code, ="49 CONTINUOUS IMPROVEMENT", Item:Item, =PARENT(Item1))

*Not working

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

Comments

  • Mike WildayMike Wilday ✭✭✭✭✭

    Part of the issue is that column names with spaces need to be surrounded with brackets like this: 

    =SUMIFS(Total:Total, [Department Allocation Code]:[Department Allocation Code], ="49 CONTINUOUS IMPROVEMENT", Item:Item, =PARENT(Item1))

    I'm not sure about the other parts. I would check it piece by piece, The Parent(Item1) might also be an issue but I don't know without seeing the data or a sample of what it looks like. 

  • Paul NewcomePaul Newcome ✭✭✭✭✭

    I believe the PARENT(Item1) is going to be the issue after incorporating Mike's solution of the square brackets. Row 1 cannot have a parent row above it since it is the topmost row on the sheet.

     

    If you are referencing the parent of the current row in the same column, you would just use

     

    =PARENT()

     

    If you are referencing the parent of the current row in a different column, you would use

     

    =PARENT([Column Name]@row)

  • Mike WildayMike Wilday ✭✭✭✭✭

    Getting a screen shot of the data might help us to give you a working solution. If you can hide any sensitive information and share a sample we can give you a better answer. 

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