- Видео 48
- Просмотров 167 205
Double Donut
Гонконг
Добавлен 19 ноя 2018
Let's explore the beauty of mathematics together.
Law of cosine, Proof with no words | visual proof #SoME2
One of the beautiful way to proof Law of cosine. I find it is easier to memorize in this way.
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Music:
Outgoing Hikikomori - Playing Outside | No Copyright BGM
ruclips.net/video/qg-QpeMKtcM/видео.html
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Music:
Outgoing Hikikomori - Playing Outside | No Copyright BGM
ruclips.net/video/qg-QpeMKtcM/видео.html
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Просмотров: 3 188
Видео
Königsberg Bridges Problem | Topology
Просмотров 1,2 тыс.3 года назад
Königsberg Bridges Problem opens a new branch of Mathematics in 18th Century and that is Topology. This is a beautiful problem solving. Do you like this style? It is Mini Motorway which I have been playing quit a lot. music: Daily (Prod. by Lukrembo) ruclips.net/video/Tchb1Q4V-nc/видео.html #topology #minimotorway
This is probably the most important and used trig identity | visualization
Просмотров 9 тыс.3 года назад
sin²(x) cos²(x) = 1 This is probably the most used trig identity in high school. Let's see why is it the true for all angles, even greater than 90 degrees. Music: chill. by sakura Hz soundcloud.com/sakurahertz Creative Commons - Attribution 3.0 Unported - CC BY 3.0 Free Download / Stream: bit.ly/chill-sakuraHz Music promoted by Audio Library ruclips.net/video/pF2tXC1pXNo/видео.html
Wave in a Circular Pond
Просмотров 8383 года назад
Like the last video, I used 5000 of "balls" to make this simulation. Enjoy! Music: Outgoing Hikikomori - Sad Lullaby ruclips.net/video/v1VZcEk0IhQ/видео.html 0:00 drop on center 0:34 drop off center 2:53 straight wave front Typo : "straight" wave front
Wave in an Elliptic Pond
Просмотров 6583 года назад
I used 5000 of "balls" to make this simulation. Not entirely show the wave motion, but I like this more than the gradient coloring wave representation. I find this paten is quite beautiful. please enjoy! Music: Outgoing Hikikomori - Sad Lullaby ruclips.net/video/v1VZcEk0IhQ/видео.html 0:00 drop on center 3:02 drop on focus
Double Pendulum 36min version| Chaos
Просмотров 7233 года назад
This is a long version of the Double Pendulum video I made ruclips.net/video/1W0Hju6CZJY/видео.html It is a shorter version. You can sit back, relax and enjoy the music music: Outgoing Hikikomori - After Class Club Tracklist: Walking Back Home 00:00 Falling 01:33 Stargazing 04:00 Empty Mind 06:50 Healing 08:49 Hot Tea at Night 11:07 Last Bus Home 13:47 Chilling 15:57 Friends 17:31 rucli...
Mathematics Equation for Valentine's day
Просмотров 9253 года назад
Mathematics Equation for Valentine's day
Christmas Decoration: Dodecahedron Star | Origami
Просмотров 4033 года назад
Christmas Decoration: Dodecahedron Star | Origami
Irregular Hexagon Tessellation |Vacuolation
Просмотров 2,9 тыс.3 года назад
Irregular Hexagon Tessellation |Vacuolation
Descartes' Circle Theorem | Visualization
Просмотров 2,7 тыс.3 года назад
Descartes' Circle Theorem | Visualization
Using 2048 sticks and paper to find π | Buffon's needle visualization
Просмотров 1,3 тыс.4 года назад
Using 2048 sticks and paper to find π | Buffon's needle visualization
This question need you to think outside the box | Math puzzle
Просмотров 4964 года назад
This question need you to think outside the box | Math puzzle
Inscribed Angle Theorem | Visualization
Просмотров 2,5 тыс.4 года назад
Inscribed Angle Theorem | Visualization
This Question is hard, but easier than you think | Math puzzle
Просмотров 8424 года назад
This Question is hard, but easier than you think | Math puzzle
Power of a point | Proof by Algebra way
Просмотров 1,2 тыс.4 года назад
Power of a point | Proof by Algebra way
Power of a point | Proof by Geometry way
Просмотров 3,6 тыс.4 года назад
Power of a point | Proof by Geometry way
5 Proofs of Pythagorean Theorem | visual proof
Просмотров 8424 года назад
5 Proofs of Pythagorean Theorem | visual proof
Conway Circle: A tribute to John Conway
Просмотров 1,5 тыс.4 года назад
Conway Circle: A tribute to John Conway
Galileo’s sequence of odd numbers | Visual Proo
Просмотров 8974 года назад
Galileo’s sequence of odd numbers | Visual Proo
Using Discrete Fourier Transform to Draw Pewdiepie Logo
Просмотров 1,8 тыс.4 года назад
Using Discrete Fourier Transform to Draw Pewdiepie Logo
Uhh...... what??
You are making a video, use this opportunity! Don't write A=B, C=D and so on; colour things that are equal o similar with the same colour and write only "this things are equal/similar". So we can follow the proof on the drawing and not jump many times from text to drawing, searching any times the letters that indicates this or that point.
HEXAGONS ARE THE BESTAGONS
Someone help! I do not get the tangent part at all how x/1 = 1/cos theta i don't get it at all in this part i am new to trigonometry
Conteúdo simples e fácil de entender. Agradeço em demasia.
@idofractals13
👏
This help me a lot! Thanks❤
I love how you reversed the animation for this instead of just keep going. Things are fascinating in both how they both become complicated and simplify.
🌏☯️🌌
Heey where did yoou go? Can you pleaaasse come back I neeed you i have trig identities test tomorrow
another easy thing to do is remember the denominator of tan is cos, and the denominator of sec is cos, so they are in the same equation. Same thing with cot and csc.. Also I heard that you can find all 3 identities with just 1 of them with simple algebra....
earned a subscriber
ty
wow so amazing!
for some reason this keeps showing up in my music playlists and i don't know why
Yeh helpful❤🎉
❤❤ interesting
Supper
A very elegant proof ✨ And when the secant is tangent, the points A & B coincide at say point T(i.e. the point of contact) and (PA)(PB) = (PT)(PT) = PT^2 Hence, the power of point P = (PA)(PB) = PT^2
Very similar to "think twice" channel Good to see more of such channels
Nice video
Excellent....
It's like a ballet.
妙哇!Amazing!
1:36 sce
Genial
I love this
not trying to be a jerk about an otherwise stellar video but you really should fix the typo of "sec" at 1:27. To new students, this can create much confusion. Just sayin'
Best video of the curve ever! Only the music is a little thick for me, I think the curve already stands for itself. :)
Thank you for the information.
1:32 what is sce
sce is short form of secant, which is inverse of cosine
@@4040muqueem thats sec
Hi, what software did you use to create these beautiful videos?
Sublime 🎉🎉🎉🎉❤❤❤❤❤
今まで見た中でいちばん綺麗‼️
Please give me the software name
Quantum
Wait but shouldn’t it be x/1=cos(Ø) because cosine is adjacent over hypotenuse?
Ohhh I got it. x is the whole long line which IS the hypotenuse on that triangle
Thank you
Absolutely helpful in my quest to understand trigonometry functions / unit circle better .
What program was this done in?
This helped a lot. Thanks!
Lot thank to you. To understand first time trigonometric functions.
Amazing
How did you arrive for cotangent?
The part of cos^2+sin^2=1 exploded my mind .
Why is the title as minus instead of plus
Wow that was the best demonstration of double pendulum that I've seen Good work !
Great video
How if the φ was 90°?
When (θ)is 90, sin(θ)will be one and cos(θ)will be zero.