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Formula Malfunction!

Tamara K
Tamara K
edited 12/09/19 in Archived 2017 Posts

Has anyone every had a situation where a formula in a cell calculates improperly if it references a cell whose value is also derived based on a formula?

 

I have a formula set up where it's looking at cells in the current and previous rows to calculate total hours worked in a day. (I borrowed this formula from one of you lovely community members...thank you!) However, the formula only works if I type in the plain text value in the originating cells. When the value of those originating cells comes as the result of a formula, I get an incorrect calcluation.

 

Is this a known issue or is it more likely user-error? (I'm assuming the latter, at this point, but wanted to verify.) Are there any common mistakes I should be looking for when things like this happen?

 

I've included a screenshot of the erroneous calculation below. You can see the 3rd and 4th rows are giving strange results in the "Day Calc" field, given the formula, which should look to see if the previous row occurred on the same day and, if so, add today's hours to the total hours accumulated for that day. As I stated above, I found that if I manually change "hours worked" and just type in "0" and "1" for the 3rd and 4th rows, I get the proper "Day Calc" results of "1" and "2" for total hours worked for 2/28.

help1.jpg

help1.jpg

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Comments

  • Benjamin Walker
    Benjamin Walker Employee
    edited 02/28/17

    Your results are being added as strings because "01" is a string, so "1" + "01" is yeilding "101", likewise "a" + "bc" yeilds "abc"

     

    Ensure the values in your cells are being calculated as numerics. [Day Calc]3 seems to be a string in this case (its left alignemnet shows this), but I couldnt tell you why unless I saw your formula for that cell as well.

     

     

  • Tamara K
    Tamara K
    edited 02/28/17

    Thanks Benjamin!

    I'm not sure how to change it to calculate as numerics. Can you help? Here's the formula you were asking about, as well as the one for [Day Calc]2. [Day Calc]1 is just the number "0" typed directly into the cell.

     

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

  • Your Day Calc formulas are definitely good to go!

     

    Sorry for the hastle, but would you mind pasting the Hours Worked formulas for  rows 3 and 4? That seems to be the offending formula here (hopefully)!

     

     

  • J. Craig Williams
    J. Craig Williams ✭✭✭✭✭✭

    Tamara,

     

    To use a text value as a number, wrap it in the VALUE() formula

     

    For example, I can retrieve the month of a date field by usiing

     

    LEFT([Date]23,2)

     

    but that will be a text (for today's date, 03)

     

    This:

    =LEFT(Date23, 2) + 1

     

    results in 031

    (all text)

     

    and this

     

    =VALUE(LEFT(Date23,2)) + 1 

     

    results in 4

     

    Hope this helps.


    Craig

     

  • You guys are so awesome!

     

    @J. Craig Williams - Wrapping in "VALUE" fixed my problem! (Plus, I learned something new and important!) Thanks a bunch.

     

     

  • J. Craig Williams
    J. Craig Williams ✭✭✭✭✭✭

    Tamara, 

     

    I am glad it worked

     

    Craig

This discussion has been closed.