#trigonometry

N-gated Hacker Newsngate
2026-03-16

🚀 Oh, look! Another riveting exploration of mathematical function that will surely redefine human existence. Apparently, the key to faster asin() was hiding in plain sight, and we bet it was right next to the cure for world hunger. 🙄 Let's all just take a moment to thank the gods of for this groundbreaking revelation. 🥳
16bpp.net/blog/post/even-faste

N-gated Hacker Newsngate
2026-03-15

Why doesn't simplify sinh(arccosh(x))? Because apparently, it takes a PhD in , a magnifying glass, and a deep existential crisis to venture into that rabbit hole. 🤔🔍 Just when you thought it was all about cosines and sines, hyperbolics crash the party and demand their own dissertation. 📚🎉
johndcook.com/blog/2026/03/10/

2026-03-14

Now the music is in its flow, so I have time to come back to drawing and generative arts.

Today, I picked sine and cosine and combined them with some alpha values. I have many results and I will post some others of this session, too.

But here's a circle with a sine wave as the radius and this looped while changing radius and phase.

It's all coded by myself. I used mathematical functions to create this piece of art. And no AI.

#generativeart #trigonometry #flowers #wind #nature #genuary #genart #art #mastoart #fediart #p5js #noai #genuary2026 #code #math #programming #artwork #minimalism #coding #generative #artforsale #simplify #creativecoding #random

It's a combination of trigonometric functions looking like a flower or a wind catcher in black colors with some white.

#SemVer! #DateVer! #MonotonicVer!

There are lots of #options, so following rule 927, I hereby propose my own #alternative.

#SpiralVer!

v. 1
v. j1
v. -1
v. -j1
v. 2
v. j2
[...]

One problem is that minor releases require doing #trigonometry.

#XKCD927 #standards #versioning #mathematics #complex #ComplexNumbers #engineering #trigonometry #sin #cosin

2026-03-02

My friend said “I hate math puns,” and I agreed and said “I will cosine that.”

#puns #math #trigonometry #imsorry

Knowledge Zonekzoneind@mstdn.social
2026-02-18

#OnThisDay Birth Anniversary of Italian #Physicist Alessandro Volta (1745) - credited as the inventor of the electric #Battery.

Birth Anniversary of Persian polymath Nasir al-Din al-Tusi (1201) - considered the creator of #Trigonometry as a mathematical discipline.

Today is #PlutoDay to commemorate the anniversary of the discovery of Pluto in 1930.

knowledgezone.co.in/news

#ShortBreak #DoomScrollBreak #science #ScienceIsFun #mathematics #trigonometry #space #astronomy How cool is THAT?! ^.^ #SimonClark measures the hight of the #atmosphere according to the method of mathemathician ibn Muʿādh al-Jayyānī (989-1079) www.youtube.com/shorts/2MjmO...

Here's a 1000 year old experim...

2026-02-17

#ShortBreak #DoomScrollBreak #science #ScienceIsFun #mathematics #trigonometry #space #astronomy

How cool is THAT?! ^.^

#SimonClark measures the hight of the #atmosphere according to the method of mathemathician ibn Muʿādh al-Jayyānī (989-1079)

youtube.com/shorts/2MjmO4bL4xw

2026-02-17

#ThisWeeksFiddler, 20260213
This week the #puzzle is: Can You Get the Rover Home? #trigonometry #spherical #3d #animation #desmos3d A rover is dropped down on a spherical planet with a radius of 1000 miles. The rover has been programmed with a very specific set of motions: – First, it moves straight forward a fixed distance s, and stops.– […]

stuff.ommadawn.dk/2026/02/17/t

ednl 🇪🇺ednl
2026-02-08

Try it out! Change the checkboxes, drag the sliders. You can copy the link from "link here" to share your settings. ednl.github.io/spirojs/

2026-02-03

#ThisWeeksFiddler, 20260130
This week the #puzzle is: Can You Hop in a Spiral? #geometry #trigonometry #angle #arctan #minimize #markovchain #coding Frankie the frog is hopping on a large, packed grid of lily pads, shown below. The pads are circular and each is a distance 1 from its nearest neighbors. (More concretely: Each pad has a diameter of […]

stuff.ommadawn.dk/2026/02/03/t

2026-01-30

#30 Its not a bug, its a feature.

To explain to you, it's not a bug that there are two dots and an arc, it's a feature. And yes, some fun at the end of Genuary has to be included.

When I made the first monthly challenges I was stressed and focus on good results. But as soon as I lifted fun to the top leader I learned much more and developed during every challenge. Last october I learned sculpting from scratch during Sculptober. So, let us smile together today that we produced awesome creations.

What do you smile about today?

#genuary #sun #trigonometry #genart #art #mastoart #fediart #p5js #noai #genuary2026 #code #math #programming #artwork #minimalism #coding #generativeart #generative #artforsale #simplify #creativecoding #random #curves #face #cute #funny #fun #comic #illustration #emoji #icon #happy #happiness

It's a sun-like shape made with a sin/cos above the sin/cos to create a circle. And in the middle the feature: a cute face.
2026-01-20

#ThisWeeksFiddler, 20260116
This week the #puzzle is: Can You Brighten Up the Room? #geometry #trigonometry #angles #reflection #animation While dining at a restaurant, I notice a lamp descending from the ceiling, as shown in the diagram below. The lamp consists of a point light source at the center of a spherical bulb with a radius of 1 […]

stuff.ommadawn.dk/2026/01/20/t

Ana Tudor 🐯anatudor
2026-01-14

How would you create such a sliding glow effect on `:hover`? Trivial with `corner-shape`, but what about making it work cross-browser now?

Think about it, then check my solution on @codepen codepen.io/thebabydino/pen/Eay

Detailed explanation of the Maths behind (with drawings) on Ko-fi/ Patreon. This way you get to both become smarter and support my work so I can continue coding.

2026-01-12

A few years ago I learned about the concept of antiperiodicity. For example, the function \( f(x) = \sin x\) is \(\pi\)-antiperiodic because \( \sin (x+\pi)=-\sin x\).

The fact that \( \sin x\) and \( \cos x\) are both \(\pi\)-antiperiodic explains a lot! For example, this explains why \( \tan x\) is \(\pi\)-periodic even though \( \sin x\) and \( \cos x\) are \(2\pi\)-periodic:

\[ \tan (x+\pi)=\frac{\sin (x+\pi)}{\cos (x+\pi)}=\frac{-\sin x}{-\cos x}=\frac{\sin x}{\cos x}\]
which of course is just \(\tan x\).

Similarly, it explains why \( \sin^2x \) and \( \cos^2x \) are \(\pi\)-periodic.

It even explains why rose curves in the polar plane of the form \( r = \sin(n\theta)\) sometimes have n petals and sometimes have 2n petals! (Secret: they *always* have 2n petals).

#Math #Mathematics #Trigonometry #Geometry

Ana Tudor 🐯anatudor
2026-01-11

Variable aspect ratio cards with conic gradients meeting along the diagonal.

First coded this when we didn't have inverse trigonometric functions in - can you figure out how on your own?

@csstricks post css-tricks.com/variable-aspect

@codepen demo codepen.io/thebabydino/pen/XWp

Hype for the Future 68J: The Derivatives of the Different Trigonometric Functions?

Overview

While novaTopFlex would like to explain the derivatives and integrals of the different trigonometric functions, LaTeX would be required in order to correctly interpret the underlying situation.

Ana Tudor 🐯anatudor
2025-12-20

Exploding triakis octahedron (short pyramids added on top of the faces) turning into an excavated octahedron (short pyramids dug into the faces) with pure - live on @codepen: codepen.io/thebabydino/pen/Dyr

Ana Tudor 🐯anatudor
2025-12-19

One of my earliest demos on @codepen: how to (de)construct a dodecahedron codepen.io/thebabydino/pen/ALQ

A dodecahedron is one of the 5 regular polyhedra = made up of only identical regular polygon faces. Regular polygons have all edge lengths and vertex angles equal.

Demo screenshot. Shows the dodecahedron split into two identical cups, each made up of a polygonal base with five "leaves" one connected to each of its five edges. Each leaf also shares an edge to its adjacent leaves. This leaves it (pun not intended) with two unattached edges that will connect to two adjacent leaves of the other cup. The leaves are starting to come apart from one another while still attached to the base, each cup slowly turning into a half of a dodecahedron's net.

Client Info

Server: https://mastodon.social
Version: 2025.07
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