# Help on formula: countifs with multiple criteria

edited 12/09/19

Hi everyone,

I need help on the below formula. I am trying to get the number of active projects based on the columns Section and Stage (see attached image).

The 2 sections are called Food and Non-Food.

The active stages are called Planning, Strategy Decision, Tender, Evaluation and Contract. Other terms applied in this column are Awaiting Kick-off and Closed.

At the moment, there are no projects recorded for Food however I am getting a value. The expected value should be 0.

If anyone can advise the correct formula for this would be very much appreciated.

=COUNTIFS(Section:Section, "Food") + COUNTIFS(Stage:Stage, "Planning") + COUNTIFS(Stage:Stage, "Strategy Decision") + COUNTIFS(Stage:Stage, "Tender") + COUNTIFS(Stage:Stage, "Evaluation") + COUNTIFS(Stage:Stage, "Contract")

Thanks in advance,

Grace

## Comments

• ✭✭✭✭✭

Grace,

I am not totally clear on what you are asking here, but your formula will total the different stages plus the number of 'Food' sections. If you looking for the total stages for each section (Food vs. Non-Food), below is how I would do it.

At the bottom, I included the formula for the first two cells. Take note that I have used the =COUNTIFS formula, which allows you to count based on multiple conditions. You then would follow this pattern for the following rows. Let me know if this is not what you were trying to do here, and I can try to help out.

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

• Hi Steve,

Thank you for the response. I hope I could explain myself better.

I have a separate sheet for my summary info where I do my calculations.

Part of this summary is to get the number of Active, Future and Completed projects created by each sections. I already have a formula for the Stage column which looks like the below.

=IF(Status182 = "Active", [Project Name]182, IF(Status183 = "Active", [Project Name]183, IF(Status184 = "Active", [Project Name]184, IF(Status185 = "Active", [Project Name]185, IF(Status186 = "Active", [Project Name]186, IF(Status182 = "Not Started", "Awaiting Kick-off", IF(Status183 = "Not Started", [Project Name]183, IF(Status184 = "Not Started", [Project Name]184, IF(Status185 = "Not Started", [Project Name]185, IF(Status186 = "Not Started", [Project Name]186, IF(Status186 = "Completed", "Closed")))))))))))

Now what I need is to count the number Active projects using the parent rows. If I count using the "Active" status, it will count all the rows with active status that's why I tried using the formula below.

There are 40 projects created by Non-Food and 0 for Food. When I checked manually, there are 29 Active Projects for Non-Food however the result of the below formula is greater than that. I don't know where the values is coming from and I can't figure out where.

If I remove the (Section:Section, "Non-Food") part, I am getting the values right but with that, it becomes wrong.

=COUNTIFS(Section:Section, "Non-Food") + COUNTIFS(Stage:Stage, "Planning") + COUNTIFS(Stage:Stage, "Strategy Decision") + COUNTIFS(Stage:Stage, "Tender") + COUNTIFS(Stage:Stage, "Evaluation") + COUNTIFS(Stage:Stage, "Contract")

Kind regards,

Grace

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