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  • Dilya
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    Andrew, hi & thank you for you help. I tried entering the formula and shifted the summary portion over to another column but it's still giving me "#unparseable" error. IS it because it's in a text/number column?

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  • Paul Newcome
    Paul Newcome ✭✭✭✭✭✭
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    To be able to use column references, your entire table will have to be moved out of the columns that you are referencing in your formulas. Since one of your factors for your table is the Age, you will need to move the table one more over to the left. Then you can use the following formulas:

    Current: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, =0)

    1-30: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >0, Age:Age, <31)

    31-60: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >30, Age:Age, <61)

    61-90: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >60, Age:Age, <91)

    >90: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >90)

    Total Outstanding: =SUM([Total Paid]4:[Total Paid]8)

     

    Below you will see how everything works together. Being able to use column references in your formulas allows you to add as many rows as Smartsheet can handle (5,000), and it will automatically update your totals.

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  • Dilya
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    Thanks Paul, truly appreciate your help and all the detailed information:)

  • Paul Newcome
    Paul Newcome ✭✭✭✭✭✭
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    No worries. I'm glad I could help.

    Two useful resources when working with formulas would be the Smartsheet help page at https://help.smartsheet.com/functions (Thanks Mike), and if you go to your Home tab, Create New, Browse Templates, See More Templates, you should be able to find one titled "Smartsheet Formula Examples" which is an actual sheet with interactive examples of each Formula.

    The nice thing about the sheet is that it has a hyperlink built into it directly to the web page listed above.

  • Dilya
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    Thanks Paul, I will check out the formula template.

     

     

  • Dilya
    Dilya
    edited 06/06/18
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    Paul, am I able to arrange the date from ascending to descending order on the invoice date column? I looked through the formula page and didn't see anything regarding my question.

     

    Thanks,

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

  • Paul Newcome
    Paul Newcome ✭✭✭✭✭✭
    Options

    Dilya: I got an email saying you had asked a question about arranging things, but when I looked I don't see anything new... Was there something else you needed some help with?

  • Dilya
    Options

    Paul, yes I did post on here but got a very strange response of my post being reviewed not sure why. I would like the date column to be from oldest to newest arranged is it possible?

  • Paul Newcome
    Paul Newcome ✭✭✭✭✭✭
    Options

    Yes. All you need to do is access your column options either by right clicking on one of your column titles or using the drop down arrow immediately below the column title. Select the "Sort Rows" option and a dialog box will pop up with various row sorting options. From what I can tell though, (I haven't played with sorting too much) you only get 3 tiers of sorting (sort by " " then by " " then by " ").

  • Andrée Starå
    Andrée Starå ✭✭✭✭✭✭
    Options

    Hi Paul and Dilya,

    Regarding sorting in Smartsheet. Be aware that the sort is not automatic and that you cannot undo it. A tip is to have an automatic number or something else that you can use to get it back to the initial sorting if you need.

    More info: https://help.smartsheet.com/articles/504742-sorting-rows 

    I hope this helps you!

    Best,

    Andrée Starå - Workflow Consultant @ Get Done

    SMARTSHEET EXPERT CONSULTANT & PARTNER

    Andrée Starå | Workflow Consultant / CEO @ WORK BOLD

    W: www.workbold.com | E:andree@workbold.com | P: +46 (0) - 72 - 510 99 35

    Feel free to contact me for help with Smartsheet, integrations, general workflow advice, or anything else.

  • Paul Newcome
    Paul Newcome ✭✭✭✭✭✭
    Options

    Sorting in the APP cannot be undone. If using a computer or laptop where you are actually on the site itself you can undo. I tested this successfully on my own sheet using the CTRL + Z hotkey. 

    I do know that once you save the sheet even on the site online, you can no longer "undo".

    Your idea of a numbering system as a "failsafe" is definitely a good idea if you are worried that may become an issue.

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