How to group similar data together in SSRS

  • Hi, 

    I created a report and it shows below:
      Office Name               Employee #
    ABC - OFFICE1                   2
    ABC - OFFICE2                   3
    ABC - OFFICE3                   4
    ABCD - OFFICE 1               6
    ABCDE - OFFICE                5

    How can i group office name with ABC altogether and display as below
      Office Name               Employee #
    ABC                                     9
    ABCD - OFFICE 1               6
    ABCDE - OFFICE                5

    I hope it makes sense and thank you for your help.
    sincerely, 

    Kenny

  • It would be infinitely clearer if you posted a proper CREATE TABLE script, with INSERTS to populate the table for your sample data. It's really easy to misinterpret the data as you have it right now. Besides, if you provide consumable data, you're much more likely to get a tested answer.

  • Sorry. I dont know anything about create table script. Because i was just using the dataset someone created for me. 
    When i drag and drop into design area, it already displayed something like below. 
    I just hope i can group the office beginning with ABC -XXXXXX altogether. 

    Office Name Employee #
    ABC - OFFICE1       2
    ABC - OFFICE2       3
    ABC - OFFICE3       4
    ABCD - OFFICE 1    6
    ABCDE - OFFICE     5

    thank you so much for your thelp

  • In SSRS, you can right-click on your dataset, and then choose "Add Calculated Field" and then do something like
    =LEFT(Fields!Protocol.Value,3)

    Then you can group by that calculated field inside your report.

  • Thank you Pietlinden. 

    I tried right click on my dataset. All i see is only "General" option in Dataset Properties. There is no "Add Calculated Field" . thank you.

  • Are you authoring your report or just consuming it? Maybe you don't have rights to add columns?

  • I guess i am just consuming it. So is there anything else i can do in SSRS besides "Add Calculated Field" ? thank you.

  • Can you go back to the person that created the dataset and ask them to add it? (super annoying, but I have no idea how else to do it!)

  • kennyhuang0108 - Tuesday, November 6, 2018 4:46 PM

    Hi, 

    I created a report and it shows below:
      Office Name               Employee #
    ABC - OFFICE1                   2
    ABC - OFFICE2                   3
    ABC - OFFICE3                   4
    ABCD - OFFICE 1               6
    ABCDE - OFFICE                5

    How can i group office name with ABC altogether and display as below
      Office Name               Employee #
    ABC                                     9
    ABCD - OFFICE 1               6
    ABCDE - OFFICE                5

    I hope it makes sense and thank you for your help.
    sincerely, 

    Kenny

    If you created the report, you can group the data through the table wizard.
    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    drag the Office field into the row group, then any other fields into the values section.

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