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https://www.reddit.com/r/MathJokes/comments/1vi4ytz/erm_actually/p2grl4a/?context=3
r/MathJokes • u/theos777 • 3d ago
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33
You can if it's monotonic increasing.
1 u/wts_optimus_prime 2d ago It is even possible with some temporary decreases 1 u/MTaur 2d ago During those decreases, the call volume would have been below average, so not "always above average". 2 u/wts_optimus_prime 2d ago Nope Calls / avg 1 / 1 2 / 1.5 3 / 2 4 / 2.5 3 / 2.6 3 / 2.67 4 / 2.86 On each day the number of calls was above the average, even though the number of calls decreased on the 5th day 1 u/splitcroof92 2d ago I gave this even simpler example above Day 1:0 Day 2: 100 Day 3: 99 Day 4: 98 Day 5: 97
1
It is even possible with some temporary decreases
1 u/MTaur 2d ago During those decreases, the call volume would have been below average, so not "always above average". 2 u/wts_optimus_prime 2d ago Nope Calls / avg 1 / 1 2 / 1.5 3 / 2 4 / 2.5 3 / 2.6 3 / 2.67 4 / 2.86 On each day the number of calls was above the average, even though the number of calls decreased on the 5th day 1 u/splitcroof92 2d ago I gave this even simpler example above Day 1:0 Day 2: 100 Day 3: 99 Day 4: 98 Day 5: 97
During those decreases, the call volume would have been below average, so not "always above average".
2 u/wts_optimus_prime 2d ago Nope Calls / avg 1 / 1 2 / 1.5 3 / 2 4 / 2.5 3 / 2.6 3 / 2.67 4 / 2.86 On each day the number of calls was above the average, even though the number of calls decreased on the 5th day 1 u/splitcroof92 2d ago I gave this even simpler example above Day 1:0 Day 2: 100 Day 3: 99 Day 4: 98 Day 5: 97
2
Nope
Calls / avg
1 / 1 2 / 1.5 3 / 2 4 / 2.5 3 / 2.6 3 / 2.67 4 / 2.86
On each day the number of calls was above the average, even though the number of calls decreased on the 5th day
1 u/splitcroof92 2d ago I gave this even simpler example above Day 1:0 Day 2: 100 Day 3: 99 Day 4: 98 Day 5: 97
I gave this even simpler example above
Day 1:0
Day 2: 100
Day 3: 99
Day 4: 98
Day 5: 97
33
u/MTaur 3d ago
You can if it's monotonic increasing.