Noah
Region: US
Thursday 19 June 2025 22:07:54 GMT
329825
35538
594
3266
Music
Download
Comments
davidc1203 :
9.9×10⁹⁹ GPA activities
2025-06-19 22:16:33
14220
💚⚡️Izuku Midoriya⚡️💚 :
3(three up arrows)3 GPA activites
2025-06-22 12:29:55
0
Lil Double T :
mandelbrot set? The Mandelbrot set is one of the most iconic and visually stunning examples of mathematical beauty, revealing intricate patterns that arise from deceptively simple equations. First investigated by mathematician Benoît Mandelbrot in the late 20th century, this famous fractal set has become a cornerstone of chaos theory, captivating mathematicians, artists, and the public alike. At its core, the Mandelbrot set is generated by iterating a simple complex-number equation: z_{n+1} = z_n² + c, where c is a complex number, and z_0 is initially zero. The question then becomes whether the sequence of values created by this formula will eventually grow without bound or remain bounded forever. Every complex number c is tested in this way. If the sequence stays bounded — that is, it never escapes to infinity — then c is part of the Mandelbrot set. Otherwise, it is outside the set. When this process is visualized graphically on the complex plane, coloring each point based on whether it stays bounded, a mesmerizing image emerges. The points inside the set form the famous solid black cardioid shape with circular bulbs. The points outside the set are shaded according to how fast they diverge to infinity, producing stunning gradients of color that highlight the intricate boundaries of the set. One of the most astonishing features of the Mandelbrot set is its self-similarity. Zooming into its border reveals shapes and structures that repeat endlessly at smaller and smaller scales. No matter how deeply one zooms into its perimeter, new shapes emerge, often bearing a resemblance to the whole. This self-similar structure is the hallmark of fractals — shapes that exhibit similar patterns at different levels of magnification. Even with extremely high magnification, the border never simplifies; its complexity is infinite. The beauty of the Mandelbrot set lies not just in its appearance, but in its profound mathematical implications. It is created by one of the simplest nonlinear equations, yet its behavior cannot be completely predic
2025-06-30 13:42:02
0
chloe 🏳️⚧️ :
mb for ever touching a calculator gng 😭✌️
2025-06-20 05:02:52
9369
♥️Paris✝️ :
still 3d
2025-06-25 06:41:45
0
Ragnoheim :
10^(100!) gpa activities
2025-06-25 11:44:49
3
Rygell :
I’m NOT finding the area of this ✌️💔
2025-06-21 03:41:38
427
Travfisch :
sorry for breathing the same air as you bro
2025-07-15 18:29:52
0
Shane Oconnor :
I’m telling you right now brochacho this is NOT 8d💔
2025-06-21 00:37:33
5
that guy pal :
it's frozen on the inside
2025-06-21 03:47:52
2
lechita de toro 🇲🇦 :
Leave some GPA for us brotato 😭✌️
2025-06-20 07:06:59
4475
chief injustice dante the 3rd :
shrinking/expanding objects doesn't represent another dimension 😂
2025-06-20 13:25:42
0
Simp de Felipe ll :
52! GPA activities✌️🥀
2025-06-20 09:18:55
370
jimblebobbuckochachotron :
SYNTAX ERROR gpa activities 😂✌️🥀
2025-06-21 04:53:47
373
soup :
Sorry for doing maths twin 💔
2025-06-22 15:21:42
2
thatoneguy :
y=mx+b or something
2025-06-20 05:27:23
729
Arturo :
how do u even get to this bro😭
2025-06-22 02:28:49
1
Maria :
I don’t get it.
2025-06-26 05:22:56
2
Bruh :
I remember my first math test lil bro😹
2025-06-22 04:17:24
1
JPlayz_tt :
grahams number GPA activities
2025-07-11 17:51:16
0
🥈 :
a big number gpa activities 🥹✌️
2025-06-27 09:45:40
0
Sylvester :
a^2 + b^2 =c^2 or something
2025-06-27 15:45:20
0
number one hazard fan 🏳️⚧️ :
i’m to unemployed for this what ❤️
2025-06-25 23:06:19
0
Fede 🙀 :
Can you graph a job in Desmos?
2025-06-26 02:52:01
0
To see more videos from user @math.is.cool0, please go to the Tikwm
homepage.
