I'm trying to figure out how to build what seems on the surface to be a pretty easy table formula but for some reason I keep getting the wrong results. Wondering if anyone can help.
Essentially I'm trying to understand how many tasks are neccessary to be created (Daily Tasks Required) in a number of given situations.
So let's say I want 100 people to have 4 tasks per day. None of these tasks are unique, everyone does the same set of 4 tasks. So I need 4 tasks. Easy. If I want 100 people to have 4 tasks per day. Half of these people have unique tasks. I need 8 tasks, right? I'm looking to build a table to understand how many unique tasks I need based on the user base. The below just looks wrong to me though. Maybe this is just some basic math that I can't nail because I haven't drank enough coffee today.
Users----------DailyTasks------------Same tasks / userbase-------Multiplier-----Daily Tasks Required
100------------4------------------------100.00%-----------------------1-------------4
100------------4------------------------50.00%------------------------2--------------8
100------------4------------------------20.00%------------------------5--------------20
100------------4------------------------10.00%------------------------10------------40
Users----------DailyTasks------------Same tasks / userbase-------Multiplier-----Daily Tasks Required
1000------------4------------------------100.00%------------------------1------------4
1000------------4------------------------50.00%------------------------20------------80
1000------------4------------------------20.00%------------------------50------------200
1000------------4------------------------10.00%------------------------100------------400
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I'm also wondering based on the users, and the percentages etc: What are the chances in users getting the same 4 tasks. How many tasks are required so people largely get given a different set of 4 every day (i.e. they might get the same task as another but it's super unlikely that they'll get the same 4). What numbers do I need to add so people always have a unique set of 4. Or even 2 out of 4 are unique say.
Please disregard that 3D imagery, uploaded by mistake. Not relevant.
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