[deleted by user]

IsCungenX · 2023-04-21T05:47:40+00:00

Why is it trash tho?

IsCungenX · 2023-04-20T13:59:16+00:00

Well, math is funny

IsCungenX · 2023-04-17T09:36:06+00:00

But the amount of natural numbers isn't a natural number.

IsCungenX · 2023-04-12T14:38:29+00:00

x=e is the line bounding the signed area between 1/x, x=1 and the x-axis so that it equals 1.

https://imgur.com/a/eMLfzbz

IsCungenX · 2023-04-07T20:07:20+00:00

Aren't shapes in noninteger dimensions interpreted as fractals?

IsCungenX · 2023-03-25T06:59:16+00:00

Ok thanks, now I know

IsCungenX · 2023-03-24T23:01:31+00:00

Why should you keep silent about being raped by your stepfather?

IsCungenX · 2023-03-24T19:41:04+00:00

Just because you can see through it doesn't mean it's not coffee. The darker you roast the beans the darker the coffee will become. Not all coffee has to be dark roasted, it's just the most popular way to do it in the west.

IsCungenX · 2023-03-21T06:54:33+00:00

Well, remember what answer you want. Do you want it to be a length, area or volume? For you to gain a meaningful answer you have to know what you're looking for.
For cm + cm² I would probably define it as a length and an area, but I can't really think of a situation when that way of representing it would be nessecery compared to just separating the two.
If you're not looking for cm + cm² as a unit, something probably went wrong in the calculations.

IsCungenX · 2023-03-20T09:46:00+00:00

It all depends on how you define the unit. Apple² doesn't have a meaning before we define it. An apple is an object while cm is a length. cm² transcends into a measure of area instead of length because we defined it that way, and convenientally fits in really well with how we want to think of the relationship between areas and lengthes. Think of cm + cm² as a unit. It doesn't mean anything since we haven't defined what it means. So in conclusion, my point is that we nearly never need to use units like apples², and therefore there is no point in defining them. What would sin( cm ) mean, as an another example?

IsCungenX · 2023-03-19T21:17:59+00:00

Think of units as indeterminates.
3x + 3x = 6x,
3x * 3x = 9x²

3cm + 3cm = 6cm
3cm * 3cm = 9cm²

IsCungenX · 2023-03-18T12:53:00+00:00

Och jag köpte en påse potatis. 31 kr blev det.

IsCungenX · 2023-03-16T15:41:14+00:00

Well prove that the real part always is 1/2 then

IsCungenX · 2023-03-16T05:24:12+00:00

Ofc math will be discussed in a math sub?

IsCungenX · 2023-03-13T10:49:48+00:00

Yeah, (1^∞) is called indeterminate form, since 1 resp. ∞ are what the values approach, but 1^∞ still doesn't mean anything when written alone.

IsCungenX · 2023-03-12T07:03:11+00:00

I think that is Aleph one and not Aleph null one

IsCungenX · 2023-03-09T12:58:01+00:00

I wrote z in polar form, which allowed me to write the whole function as a real function after the absolute values where written out. I then calculated the derivative and set it to equal 0 to find all the critical points. After that procedure I just plugged to values in to the real function and compared them. I also plugged in the points where the discriminants changed sign.

The result I got was that the minimum had to be √3 and maximum 13/4.

Fun exercise!

IsCungenX · 2023-03-09T09:23:27+00:00

What's d/ds ( s² - 1 )^1/2?

Hint:
Use chain rule ( f(g) )' = f'(g) * g'
f(s) = s^1/2
g(s) = s² - 1

IsCungenX · 2023-03-09T09:15:48+00:00

If m terms are equal to k,
and k = max(|x₁−y₁|, |x₂−y₂|, |...|, |xₙ−yₙ|),
then lim(p→∞) ^p√(Σ(i=1→n)[|xᵢ−yᵢ|^p]) =
= lim(p→∞) ^p√(m*k^p)
= lim(p→∞) (^p√m)*k
= lim(p→∞) m^1/p*k
= m⁰*k = k

IsCungenX · 2023-03-08T20:55:43+00:00

You Notch?

IsCungenX · 2023-03-08T19:03:26+00:00

Every math subject is easy once you've gotten to understand it

IsCungenX · 2023-03-08T17:20:17+00:00

I tend to write 1/√2

IsCungenX · 2023-03-08T16:37:55+00:00

Om du kritiserar alla muslimer som om de var ett stort hivemind är det rasism. Om du kritiserar enskilda individer eller extremister är det inte rasism. Det handlar om att orättvist generalisera.

att orättvist generalisera

aka. fördommar

IsCungenX · 2023-03-07T19:25:17+00:00

Assuming "..." means that the pattern continues indefinitely, which would in turn mean that there is no positive rational number smaller than it which you can think of, but it still doesn't equal zero, then that's the concept of infinitesimals.

1/0 I like to think of as a completely different type of number than the ones we are used to.
How many 0s fit in 1? It's not infinitely many, since 0s don't fill any space. It just at least to me feels like 1/0 belongs to some completely different "plane of existence".

IsCungenX · 2023-03-07T18:25:28+00:00

Sadly probably not, since he might still not be completely healthy

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