Math graphs but they get increasingly more mind-boggling
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- Опубликовано: 14 окт 2024
- This is my collection of mind-boggling math graph.
I use DESMOS to plot these graph.
Here is the link to the graphs so you can play with them yourself :
www.desmos.com...
Music info:
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UpBeat (80s Synthpop Retro New Wave) 80er Synthie Pop 2017 by @AriesBeats
• Aries Beats - UpBeat (...
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Kofi : ko-fi.com/them...
Paypal : paypal.me/themathwizard
Send me an email: syahrulmiftahfarid@gmail.com
Oooh the fractal sine wave is sick (but way above my understanding lol)
And the polar art with math one is super fun to mess with and get super fun variations (especially with animation!)
Agreed. Polar graphs are easy to obliterate
5:40 I really like the look of this, but 2 things to note: The 0.5 at the start cancels out with the 2 at the ent of the bracket wall AND the min function does note serve any purpose
The min function gives that pointy edge
0:35 guy dont belive him, thats not a cute cat, its duolingo
should've made it green 🤦
@@the-mathwizardSPANISH OR VANISH ENGLISH OR SPANISH
Music: Aries Beats - UpBeat (80s Synthpop Retro New Wave) 80er Synthie Pop 2017
1:56 hey it's the number 6
I made 6 programs in Desmos.They’re called:Beautiful Math Graphs.
its a sine wave made out of sine waves made out of sine waves made out of sine waves made out of sine waves
tan(x^2)-|2x| is very useful
We need more 3d graphs please 🙏
I find it difficult to make an eye-catching thumbnail for a 3D graph, so I always delay production. But I will definitely make 3D graphs again.
Nice Outro!
I have a graph: y = sin(x)*cos(x^(2)). It would look better when it is x = sin(y)*cos(y^(2)).
My brain at the last one:
2:39
The Mod() function is Modulo (Divide With Remainder), correct?
2:59 Oh.
correct
Cool soundtrack
I've been trying new soundtracks lately. Glad you like it.
4:58 IS THAT THE FAR LANDS??
I am reaching that in minecraft.
I wish one day i will reach that
🤯
How are both sides the same at the end?
Isnt sec(x)= 1/sin(x)
Then it simplifies with tangent which gives you 1/cos(x)
On the left side you have sin(x)/cos²(x)
They are different, right?
sec(x)=1/cos(x), it's confusing...
@@SeanHarding-nv9li yea thats true, I was not familiar with the notation, never heard of sec and csc in my country's system
Can any one please tell me why these graphs broke up in such particular way?
0:44 wait wouldn’t that just be x
I'm not that good with trig but I believe it has something to do with the fact that the domain of sin(x) is infinite, yet the domain of arcsin(x) is restricted.
HEY IM THE ONE WHO FOUND OUT THE [FLOOR(x²)] GRAPHICS