- Видео 85
- Просмотров 82 056
Mullermatics
Добавлен 3 сен 2018
One man's attempt to understand reality 🧊
Trigonometry, geometry, calculus, and more.
Trigonometry, geometry, calculus, and more.
Grinny
Grinny is a realtime interpreter system designed to help dental offices serve Limited English Proficiency patients by providing translations, summaries, conversation analysis, and science-backed context and questions to aid interactions.
Просмотров: 267
Видео
Docagram - Google Chrome Built-in AI Challenge - 2024
Просмотров 5522 месяца назад
Docagram is a Chrome extension that uses Chrome's new built-in AI to generate diagrams from web pages. Diagrams are generated using the following process: 1. Break the content of the web page into sections 2. Pass each section to the Summary API to create a summary 3. Pass each section summary to the Prompt API to create a list of relationships 4. Convert the list of relationships into a Mermai...
Crashify V1: Code In Every Language
Просмотров 333 месяца назад
I made a cool little VS Code chat extension to make it easier to code in new languages. More to come 📚 marketplace.visualstudio.com/items?itemName=CodeontheRocks.crashify-chat-extension
FYI Google Fonts Don't Support All Fractions
Просмотров 363 месяца назад
FYI Google Fonts Don't Support All Fractions
Abi's Recipes - LG WebOS Hackathon 2024
Просмотров 515 месяцев назад
Abi’s Recipes is a cross-platform culinary app built with Flutter, designed to provide a seamless experience across LG TV, Android, and iOS. The app redefines how users discover, save, and personalize recipes by utilizing AI-powered features to ingest content from both the web and the real world. Whether capturing recipes through a phone camera or extracting key information from websites, Abi’s...
Understanding "part" and "part of" in Dart
Просмотров 2088 месяцев назад
I went down a little rabbit hole trying to understand the part/part of directives in Dart libraries. Hope you learn something! dart.dev/guides/libraries/create-packages#organizing-a-package stackoverflow.com/questions/18403551/whats-the-reasoning-behind-part-and-part-of-in-dart-libraries
Creating mason_hooks_flutter Part 2
Просмотров 158 месяцев назад
The Mason CLI is an awesome tool for creating and reusing code templates. Recently, they added the hooks which let you run code before and after your brick/template is generated. In this video, I create add a few additional hooks and clean up the package code. mason_hooks_flutter: pub.dev/packages/mason_hooks_flutter mason_cli: pub.dev/packages/mason_cli
Creating mason_hooks_flutter Part 1
Просмотров 648 месяцев назад
The Mason CLI is an awesome tool for creating and reusing code templates. Recently, they added the hooks which let you run code before and after your brick/template is generated. In this video, I create version 1 of the mason_hooks_flutter package which provides a bunch of handy hooks for updating your Flutter code. mason_hooks_flutter: pub.dev/packages/mason_hooks_flutter mason_cli: pub.dev/pa...
Building AstroLaunch - Astro Landing Page Template
Просмотров 2498 месяцев назад
I built a simple landing page template for Astro. Here's the highlights. You can create a new project using this template with the template argument. Find more instructions in the GitHub repo: github.com/CodeOTR/astrolaunch This was built for the LaunchThrifty website: launchthrifty.com Check out all of the Astro starter templates on the Astro website: astro.build/themes/4/?search=&categories[]...
Creating Astro Collections
Просмотров 3218 месяцев назад
In this video I explain how to add a content collection to an Astro project. launchthrifty.com
The Easiest API Setup - Node, TypeScript, Vercel
Просмотров 1,1 тыс.Год назад
The fast way to create APIs: codeontherocks.dev/blog/express-api-vercel/
Rep Chain - DIF Hackathon Submission Video
Просмотров 60Год назад
Rep Chain is a platform that allows you to bring your web2 reputation to web3. The platform consists of a Flutter mobile application and an express.js backend built on top of the Trinsic SDK.
Create a Dart/Flutter API Package with GitHub Copilot
Просмотров 790Год назад
Here is a nice trick to quickly create a Dart/Flutter package for an existing API using GitHub copilot. Steps: 1. Copy the full text of the documentation you want to work on 2. Paste it into a block comment in your Copilot-supporting IDE 3. Start creating the class (optionally with JsonSerializable) 4. Start typing the first property 5. Tab, enter, tab, enter, enter, tab, enter, tab, enter........
How to Project One Vector onto Another
Просмотров 1 тыс.Год назад
This video tutorial explains how to project one vector onto another and determine what the new vector is. This process involves finding the dot product of the two vectors and the magnitude of the vector you're projecting onto.
The Dot Product - Geometric Definition
Просмотров 121Год назад
This video tutorial explains how to use the geometric definition of the dot product to find the angle between two vectors given their magnitude. The geometric dot product can be used in combination with the other way to calculate the dot product to solve more complicated problems.
Finding the Dot Product of Vectors - Coordinate Method
Просмотров 60Год назад
Finding the Dot Product of Vectors - Coordinate Method
Finding the Cosine Directions of a Vector
Просмотров 276Год назад
Finding the Cosine Directions of a Vector
Finding the Magnitude of 2D and 3D Vectors
Просмотров 63Год назад
Finding the Magnitude of 2D and 3D Vectors
Half Angle Example Problems - Trigonometry
Просмотров 62Год назад
Half Angle Example Problems - Trigonometry
Introduction to Quadrance - Rational Trigonometry
Просмотров 123Год назад
Introduction to Quadrance - Rational Trigonometry
Writing All Trig Functions in Terms of Other Trig Functions
Просмотров 485Год назад
Writing All Trig Functions in Terms of Other Trig Functions
Adding and Subtracting Degrees, Minutes, and Seconds
Просмотров 1,2 тыс.Год назад
Adding and Subtracting Degrees, Minutes, and Seconds
Converting Degrees into Degrees, Minutes, and Seconds (DMS)
Просмотров 243Год назад
Converting Degrees into Degrees, Minutes, and Seconds (DMS)
Converting from Degrees, Minutes, and Seconds (DMS) to Degrees
Просмотров 35Год назад
Converting from Degrees, Minutes, and Seconds (DMS) to Degrees
How To Find The X And Y Components Of A Force Vector
Просмотров 7 тыс.Год назад
How To Find The X And Y Components Of A Force Vector
Factor Polynomials by Grouping - 4 Step Guide
Просмотров 8Год назад
Factor Polynomials by Grouping - 4 Step Guide
Thanks ✨️ helpful
very useful
how does ((2bc - b^2 - c^2) + a^2)) equal ( a^2 - (-b^2 - c^2 + 2bc)) ? Isn't that like saying x + y = y - x ?
If I'm reading that correctly, it's like saying: x + y = y - (-x) because of the double negatives making a positive.
Hey, I'm a Spanish speaker, and I really like your idea! But it looks like the translation might not be totally accurate. When you translated "back left molar" you the IA used the literal translation of "back," which is the back of a person, not the back of a tooth. This could be confusing in a medical setting.
Thanks for pointing that out! I'll look into improving the transcripts. I used Google's ML kit to do this so I'm a bit surprised it's not correct.
Amazing
3.52
Just check the second last step again
Thanks
Thanks
… saved me 30 mins of studying… thx so much man
Beautiful, thanks!
1b-2b is -1b @nightmareislive9344
well explained!
plea which software you are using?
Thank you so much!
Thanks man😊
There is a faster way using vectors, dot cross products and Binet-Cauchy identity
thank u❤
good video. i don't really have anything to contribute, i just want to leave a comment for the youtube algorythm because you helped me out with the video
Great video!
can't express enough how useful this video was. your explanation is simply perfect. And being Neurodivergent, your explanation really does help in my understanding of the topic.
Thank you !
When u sub a +b/2-b how did u get a-b/2
Just take the LCM it is true
Thanks a bundle!
What app is this
Amazing
Thanks
Great video
Great Video!!!🙂 Thank You
Hii
Ok nice vid helped me with my test thanks anyway do you do tutoring
Thank you very much for the amazing video
Well, I'll be the first comment - I appreciate the humble practical approach. Honestly helps me with my perfectionism and mental blocks, even after ~11 years webdesign/dev experience. I'm ggonna try talking to chatbot next time, that might really be a useful tactic to get me unstuck.
Thanks, tools like copilot and ChatGPT have completely changed the way I work so I would definitely recommend giving it a try!
@@mullermatics Yep, I have used them for awhile - especially Copilot in VS Code (Codeium is a good free alternative FYI) and various LLMs for research and business draft writing (Claude-3-opus is excellent for that!). It's just my workflow - I've been out of practice, doing so many other things in life and work, and when I geet back to development I geek out (obsess?) over researching and curating so many tech stacks and tools... So my inspiration from this video is KISS, just get 'er done. And I think talking out loud to the AI could be a psychological hack to get more done.
Wow, this is EXACTLY what I needed!. There is a proof of the Law of Cosines by way of vectors in a Classical Mechanics textbook of all things and it uses this exact property; very beautiful.
You made it look so easy. I was rote learning it. Now I may just do this whenever I feel confused about it all.
Thnx
Thanks ❤
Is there something similar for stereographic projection?
thank you bro!
It helped a lot😊
So to define polar cohordinates we do always need a background cartesian plane?
You don't he doing this to explain how they're similar
excellent basic introduction to cylindrical coordinates; thank you!
thanks king!
nifty
Wow! Great job!
Hi! This is a really powerful method, thanks for showing it! BTW, I found this video when searching for OpenAlex dart implementations, do you plan on releasing your package publicly?
Hi! Yes. I open sourced this package on pub dev. Just search for "openalex". I haven't had time to add much documentation bit it should be self explanatory.
@@mullermatics thank you!
Awesome video. Can you give the derivation of sunrise equation and solar declination angle?
For a sunrise equation, celestial nav's angular height formula can be used. Replace the unknown Hc with the expected Ho which will be (Hs ≡ 0° 00.0' plus) the sum of corrections for dip (-.98' × the square root of the eye height in feet), semidiameter(about -16'), and atmospheric refraction. The refraction will be about -34.7' - (.18' × the square root of the height of the eye in feet). Rearrange the formula to solve for LHA or t (angle). [Draw a diagram with the nearer pole at the center!] Summing that angle and the observer's longitude tells the Sun's GHA. An Almanac gives the Sun's GHA at intervals, so interpolate for the approximate instant of sunrise.
Bro you just solved it simpler than my maths teacher...... Thanks
Nice one
You are great sir