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Rolling Week View in a Report
We have a smartsheet with multiple rows of activities and column headers: "PSA Start" and "PSA End" dates. We want to build 3 reports that shows: (1) PSA End dates due in 0-2 weeks (2) PSA End dates due in 2-4 weeks and (3) due in 4-8+ weeks. Can this be done directly from the report or will I have to create calculations in the smartsheet?
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
Comments
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Gina,
You'll need to do the calculations in the sheet(s)
Craig
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Thanks. Can you point me in the right direction with the formula? Would I have to use an acual date in the formula or is there a way to make it change based on the day the report is being viewed?
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Gina,
You can compare a date to today's date using the TODAY() function
=[Date Column]23 - TODAY()
will be positive for the future, negative for the past.
If you are looking for a range, then AND and OR are your helpers.
=IF( AND( [Date Column]23 - TODAY()> 7, [Date Column]23 - TODAY() < 14), "between 7 and 14 days", "not")
I added space for legibility.
The short version:
=IF(AND(criteria1, criteria2), value-when-true, value-when-false)
Hope this helps.
Craig
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Thanks!
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Gina,
in report builder there is a when funtion. I have a report set to only give tasks with end dates or start dates in the next 8 days or last 7 days. Is this the type of report you are looking to create?
Glenn
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Thanks Glenn. Yes; that is 1 of the reports needed, however, also needed a report that looked at future dates. That's where I got stuck. I ended up inserting a formula in the sheet that calculated the number of days between today and "end date". I used criteria "what" criteria in the report to pull the day range I needed. It seems to work.
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Gina,
yes the data range function is there but would have to be manually changed each week. Your method is more automatic.
Glenn
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