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help-10
07fac3c5fb2449ab82562d5b132c3ff1
321,445,119,171,756,000
Shuri2060
02/19/2022 07:56:52
And visually what we are doing as x is growing
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illuminator3
02/19/2022 07:58:20
https://cdn.discordapp.c…0216/unknown.png
unknown.png
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help-10
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illuminator3
02/19/2022 07:58:21
so with 1
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help-10
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illuminator3
02/19/2022 07:58:24
we'd have infinitely many aps
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help-10
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illuminator3
02/19/2022 07:58:32
because 1*x (x in R) never hits a multiple pi?
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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illuminator3
02/19/2022 07:58:48
as pi is irrational
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illuminator3
02/19/2022 07:58:50
?
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Shuri2060
02/19/2022 07:59:51
well it does
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 07:59:54
cus x is real
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
321,445,119,171,756,000
Shuri2060
02/19/2022 07:59:56
not integer
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help-10
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Shuri2060
02/19/2022 08:00:09
But that doesn't matter, because we will keep spinning around the circle
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help-10
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illuminator3
02/19/2022 08:00:21
I always confuse things lol
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illuminator3
02/19/2022 08:00:25
I thought x is rational for a second
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help-10
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Shuri2060
02/19/2022 08:00:29
Thats partially my bad
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help-10
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Shuri2060
02/19/2022 08:00:41
You will hit every point on the unit circle a infinite number of times
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help-10
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Shuri2060
02/19/2022 08:00:43
Since x is real
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help-10
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Shuri2060
02/19/2022 08:00:51
So they are definitely AP for sure.
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Shuri2060
02/19/2022 08:01:21
One way to think of this is **b** describes the speed at which you spin
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help-10
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Shuri2060
02/19/2022 08:01:47
If **b** is positive, then you spin anticlockwise If **b** is negative, clockwise
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help-10
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Shuri2060
02/19/2022 08:02:04
Let's say your **x** is increasing at a constant rate (let's say 1 per second)
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help-10
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Shuri2060
02/19/2022 08:02:34
**b** = 1 vs **b** = 2
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:02:45
You spin twice as fast with **b** = 2
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Shuri2060
02/19/2022 08:03:05
Handwavy explanation for the visualisation
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Shuri2060
02/19/2022 08:04:39
https://i.imgur.com/myto5TA.gif
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Shuri2060
02/19/2022 08:05:04
`b = 1, 2.5, -1` for those examples
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help-10
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Shuri2060
02/19/2022 08:06:19
You can see those dots will never converge to any point as `a` (a in desmos, x in your question) goes to infinity
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help-10
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Shuri2060
02/19/2022 08:06:52
The only case they could converge is when your spinning speed is 0
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help-10
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illuminator3
02/19/2022 08:08:24
so the limit is non determinate
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help-10
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Shuri2060
02/19/2022 08:09:32
doesnt exist yes
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help-10
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Shuri2060
02/19/2022 08:09:36
$$\lim_{x\to\infty}\frac{1}{x}e^{ix}$$
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help-10
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TeXit
02/19/2022 08:09:48
**Shuri2060**
https://cdn.discordapp.c…119171756033.png
321445119171756033.png
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help-10
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Shuri2060
02/19/2022 08:09:53
Can you imagine what this will look like?
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illuminator3
02/19/2022 08:10:03
0?
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Shuri2060
02/19/2022 08:10:11
right, but whats the path you are taking
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:10:16
As x is growing
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help-10
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illuminator3
02/19/2022 08:10:54
$$\lim_{x\to\infty}\frac{1}{x}e^{ix} = \lim_{x\to\infty} \frac{1}{x} \cdot \lim_{x\to\infty} e^{ix} = 0 \cdot n = 0$$
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MallocSamuel
02/19/2022 08:10:55
how is that 0?
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help-10
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Shuri2060
02/19/2022 08:11:08
Sure that's how to work it out algebraically
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TeXit
02/19/2022 08:11:12
**illuminator3**
https://cdn.discordapp.c…706186420224.png
391270706186420224.png
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:11:17
But there is something to visualize too
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help-10
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illuminator3
02/19/2022 08:11:23
hm
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help-10
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Shuri2060
02/19/2022 08:11:25
also thats not 0 . n
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:11:36
lim x -> infty e^ix is not convergent (as we just worked out now)
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help-10
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illuminator3
02/19/2022 08:11:44
oh
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illuminator3
02/19/2022 08:11:44
right
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MallocSamuel
02/19/2022 08:11:57
this is not 0 man
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Shuri2060
02/19/2022 08:12:03
it **is** 0
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help-10
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Shuri2060
02/19/2022 08:12:08
But not in the way you worked out - you don't split the product
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help-10
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MallocSamuel
02/19/2022 08:12:10
e is exponential
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help-10
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illuminator3
02/19/2022 08:12:16
@MallocSamuel you're not being helpful. shuri is already helping me
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Shuri2060
02/19/2022 08:12:21
😂
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Shuri2060
02/19/2022 08:12:30
no no
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Shuri2060
02/19/2022 08:12:34
e is exponential yes
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:12:43
but are you familiar with complex exponential
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Shuri2060
02/19/2022 08:12:52
i is sqrt -1, so this is different
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:13:08
So algebraically, this is a slight pain
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:13:21
You might justify it by saying the modulus goes to 0
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:13:30
therefore, the limit must be 0 regardless of what the argument is doing
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:13:38
https://cdn.discordapp.c…119171756033.png
321445119171756033.png
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help-10
07fac3c5fb2449ab82562d5b132c3ff1
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Shuri2060
02/19/2022 08:13:52
But you can also visualize what this is doing as x changes
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help-10
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Shuri2060
02/19/2022 08:14:03
in the same way as we did here
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help-10
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illuminator3
02/19/2022 08:15:17
so it's like a spiral
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MallocSamuel
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07fac3c5fb2449ab82562d5b132c3ff1
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illuminator3
02/19/2022 08:15:23
that goes inward as x increases
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help-10
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Shuri2060
02/19/2022 08:16:42
yes exactly
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Shuri2060
02/19/2022 08:16:49
https://i.imgur.com/yzD7aJ0.gif
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MallocSamuel
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help-10
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Shuri2060
02/19/2022 08:16:57
And we see the only accumulation point is 0
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help-10
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illuminator3
02/19/2022 08:17:39
never really thought about solving problems visually hm
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Shuri2060
02/19/2022 08:17:41
Where possible, it is usually helpful to try thinking about these limits geometrically
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illuminator3
02/19/2022 08:17:46
yeah
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Shuri2060
02/19/2022 08:17:50
Sometimes you get an ugly expression and you can't, ofc
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illuminator3
02/19/2022 08:28:43
alright thanks for the help
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illuminator3
02/19/2022 08:28:44
.close
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veganlatina
02/19/2022 08:31:20
Hello
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veganlatina
02/19/2022 08:34:31
Let $h: \mathbb{R}^4 \to \mathbb{R}$ be a function with the following properties: the domain of h is $\mathbb{R}^4$ and all partial derivatives of h from of 2 or lower exist and have the same domain as h. Let $H: \mathbb{R}^2 \to \mathbb{R}$ be a function defined by $H(x,y) = h(-3, e^{xy}, x^2 + y^2, y-x)$.
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
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veganlatina
02/19/2022 08:35:41
How can I prove that the partial derivative $\frac{\partial H}{\partial x}$ exists?
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help-10
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TeXit
02/19/2022 08:36:54
**veganlatina**
https://cdn.discordapp.c…106945417258.png
608759106945417258.png
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veganlatina
02/19/2022 08:38:00
My idea was to prove $\lim_{h \to 0} \frac{H(x+h,y) - H(x,y)}{h}$ exists, but I don't know how I can prove this limit exists
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TeXit
02/19/2022 08:38:03
**veganlatina**
https://cdn.discordapp.c…106945417258.png
608759106945417258.png
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TeXit
02/19/2022 08:41:00
**veganlatina**
https://cdn.discordapp.c…106945417258.png
608759106945417258.png
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 08:44:49
@Helpers
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 09:03:09
@Helpers anyone?
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
692,654,133,785,657,300
Alexander42
02/19/2022 09:10:55
use the chain rule
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 09:14:37
But how?
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
692,654,133,785,657,300
Alexander42
02/19/2022 09:19:09
write H as the composite of two partial differentiable function, then H has also a partial derivative ||one is the two functions is h||
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 09:25:57
So something like $\frac{ \partial H}{\partial x} = \frac{ \partial H}{\partial h} \frac{\partial h}{\partial x} + \frac{\partial H}{\partial ?} \frac{\partial ?}{\partial x}$?
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
510,789,298,321,096,700
TeXit
02/19/2022 09:25:59
**veganlatina**
https://cdn.discordapp.c…106945417258.png
608759106945417258.png
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
692,654,133,785,657,300
Alexander42
02/19/2022 09:30:31
if H(x,y)=h(g(x,y)) with $g(x,y)=(g_1(x,y),g_2(x,y),g_3(x,y),g_4(x,y))$, then $\frac{ \partial H}{\partial x} = \frac{ \partial h}{\partial g_1} \frac{\partial g_1}{\partial x} + \frac{\partial h}{\partial g_2} \frac{\partial g_2}{\partial x}+\frac{ \partial h}{\partial g_3} \frac{\partial g_3}{\partial x} + \frac{\pa...
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1
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771
help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
510,789,298,321,096,700
TeXit
02/19/2022 09:30:34
**Alexander42**
https://cdn.discordapp.c…133785657375.png
692654133785657375.png
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 09:31:19
ooooh
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 09:31:27
thank you so much!
1
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help-10
0d8f75a4686f4d7ab4b4c2fc3ff47e71
608,759,106,945,417,200
veganlatina
02/19/2022 09:59:52
.close
1
0
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772
help-10
7cd4655a7b264a6d94c1af9ad5e18c14
720,651,983,643,738,100
DeltzX
02/19/2022 10:25:17
not quite sure why q = f(p)
https://cdn.discordapp.c…10_23_12_Pro.jpg
WIN_20220219_10_23_12_Pro.jpg
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help-10
7cd4655a7b264a6d94c1af9ad5e18c14
411,882,877,933,060,100
Herels
02/19/2022 10:27:19
P is a point of the curve of f
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help-10
7cd4655a7b264a6d94c1af9ad5e18c14
411,882,877,933,060,100
Herels
02/19/2022 10:27:42
so it's obvious that his coordinate verify q = f(p)
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help-10
7cd4655a7b264a6d94c1af9ad5e18c14
720,651,983,643,738,100
DeltzX
02/19/2022 10:30:29
ok
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772
help-10
7cd4655a7b264a6d94c1af9ad5e18c14
720,651,983,643,738,100
DeltzX
02/19/2022 10:30:40
.close
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773
help-10
d0ef48004630404188fa0844059ae384
735,546,509,986,234,400
dan can
02/19/2022 10:32:42
I'm trying to understand the derivation of the Length of the spiral formed within a regular polygon https://mathworld.wolfram.com/PolygonalSpiral.html. Does the equation of the total length of the spiral $L=\frac{1 }{ 2}s\sum_k \cos^k(\pi/n)$ immediately follow from the previous step on the ratio $r/R$? Or are there v...
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help-10
d0ef48004630404188fa0844059ae384
510,789,298,321,096,700
TeXit
02/19/2022 10:32:45
**tuturuuu**
https://cdn.discordapp.c…509986234418.png
735546509986234418.png
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help-10
d0ef48004630404188fa0844059ae384
376,014,466,585,722,900
Arthek
02/19/2022 11:36:36
**Problem 1 :** The input is 2 values, that can be in a scale between [-3.89, 10.66] And i need to compare the difference between an oldValue (A) and a newValue (B). So i want to create a variable that express this difference. Let say : ``` A = -2 B = 3 diff = ? ``` If i do a simple substraction it doesn't ca...
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help-10
d0ef48004630404188fa0844059ae384
376,014,466,585,722,900
Arthek
02/19/2022 11:36:43
https://cdn.discordapp.c…37744946/idp.png
idp.png
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