@@tobias-von-berlinWell that’s not an enlightening response. The function mean(x) takes the mean of x with respect to x, which is, of course, itself; thus mean(x) = x, a fixed-point function.
@@greenpewdiepie4207uh nuh X means its got their axis so if you put x itll be a diagnoal line. If y no. Y dosent work on its functional graph, z is 3-Dimensional heres a graph xsinx it goes on a sine wave right? But some hoe it moves the amplitude to |x|.
3:31 portal 2 transmission received
3:02 sounds like the UVB-76 frequency lol
These aren't nearly cursed enough
Yup! I have some myself too😂😂
Interesting!!
no one:
combine soldier dying: 0:57
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You: posting 5 year old memes
Try tan(floor(x!))
Sec(x)
What even does mean(x) do
gets the mean of x
@@tobias-von-berlinWell that’s not an enlightening response. The function mean(x) takes the mean of x with respect to x, which is, of course, itself; thus mean(x) = x, a fixed-point function.
@@greenpewdiepie4207 Yeah you could literally just replace mean(x) with x I don't get what tobias is saying
Beats X up a little and then taunts it.
@@greenpewdiepie4207uh nuh
X means its got their axis so if you put x itll be a diagnoal line. If y no. Y dosent work on its functional graph, z is 3-Dimensional heres a graph xsinx it goes on a sine wave right? But some hoe it moves the amplitude to |x|.
try doing this: quantile([2/4·x! sin(x!)], sin(x))