Podcasts about trigonometric

In this episode Una and Adam share practical use cases, syntax and strategies for all the new math functions in CSS. From trig to algebra, they'll help you get a good idea on where and how these fit into your UI toolbelt. Links Ana Tudor tests your browser for CSS math function support → https://goo.gle/4cmBm5r  Great guide and overview from Daniel Wilson → https://goo.gle/4enKgBe  layout pow() → https://goo.gle/3RlvAsI  Using Absolute Value, Sign, Rounding and Modulo in CSS Today → https://goo.gle/4aY3OJz  Time based animation → https://goo.gle/3x6Dm2K   CSS type casting to numeric: tan(atan2()) scalars by Jane Ori → https://goo.gle/4bZyrj2  Open Props v2 type ramp prototype with pow() as taught by Dan Wilson in their post → https://goo.gle/45uqikj  CSS physics for transitions and keyframes with these math functions → https://goo.gle/3VltDgX Una Kravets (co-host) Twitter | Instagram | YouTube Making the web more colorful ✨

OpenAI's large-scale language-generation tool ChatGPT may have been used to draft some content in this episode and some of the show notes of this episode. StudySquare Ltd has adapted the content, and the publication is attributed to StudySquare Ltd. This episode is a general guideline for information and not a specific tutorial for any specific syllabus; therefore, it should not be relied upon. StudySquare Ltd and any people involved in producing this podcast take no responsibility or liability for any potential errors or omissions regarding this podcast and make no guarantees of any completeness, accuracy, or usefulness of the information contained in this podcast, its structure or its show notes. The problems or questions in this episode might not appear in exam papers.The content in this episode might be more relevant to learners in the United Kingdom. Laws, educational standards, and exam requirements may vary significantly from one location to another. It's the listener's responsibility to confirm that the material complies with the requirements and regulations of their local educational system. If any content of this episode does not comply with your local regulations or laws, please discontinue listening and consult with your local educational authorities.Any references to experiments in this episode are for information purposes only and do not allow any listener to perform them without proper guidance or support. Experiments or practical work mentioned during this episode should not be attempted without appropriate supervision from a qualified teacher or professional. Additionally, the information provided in our podcast is not medical advice and should not be taken as such. If you require medical advice, please consult a healthcare professional. This episode is provided 'as is' without any representations or warranties, express or implied.This episode covers the following:• Trigonometric identities• Double angle formulae• Adding trigonometric functions• Trigonometric equations• Page for this topic: https://studysquare.co.uk/test/Maths/SQA/Higher/Trigonometric-identities?s=p• Trial lesson (terms and conditions apply): https://www.studysquare.co.uk/trial?s=p-/test/Maths/SQA/Higher/Trigonometric-identities• Privacy policy of Spreaker (used to distribute this episode): https://www.spreaker.com/privacy

OpenAI's large-scale language-generation tool ChatGPT may have been used to draft some content in this episode and some of the show notes of this episode. StudySquare Ltd has adapted the content, and the publication is attributed to StudySquare Ltd. This episode is a general guideline for information and not a specific tutorial for any specific syllabus; therefore, it should not be relied upon. StudySquare Ltd and any people involved in producing this podcast take no responsibility or liability for any potential errors or omissions regarding this podcast and make no guarantees of any completeness, accuracy, or usefulness of the information contained in this podcast, its structure or its show notes. The problems or questions in this episode might not appear in exam papers.The content in this episode might be more relevant to learners in the United Kingdom. Laws, educational standards, and exam requirements may vary significantly from one location to another. It's the listener's responsibility to confirm that the material complies with the requirements and regulations of their local educational system. If any content of this episode does not comply with your local regulations or laws, please discontinue listening and consult with your local educational authorities.Any references to experiments in this episode are for information purposes only and do not allow any listener to perform them without proper guidance or support. Experiments or practical work mentioned during this episode should not be attempted without appropriate supervision from a qualified teacher or professional. Additionally, the information provided in our podcast is not medical advice and should not be taken as such. If you require medical advice, please consult a healthcare professional. This episode is provided 'as is' without any representations or warranties, express or implied.This episode covers the following:• Trigonometric graphs• Page for this topic: https://studysquare.co.uk/test/Maths/OCR/GCSE/Trigonometric-graphs?s=p• Trial lesson (terms and conditions apply): https://www.studysquare.co.uk/trial?s=p-/test/Maths/OCR/GCSE/Trigonometric-graphs• Privacy policy of Spreaker (used to distribute this episode): https://www.spreaker.com/privacy

OpenAI's large-scale language-generation tool ChatGPT may have been used to draft some content in this episode and some of the show notes of this episode. StudySquare Ltd has adapted the content, and the publication is attributed to StudySquare Ltd. This episode is a general guideline for information and not a specific tutorial for any specific syllabus; therefore, it should not be relied upon. StudySquare Ltd and any people involved in producing this podcast take no responsibility or liability for any potential errors or omissions regarding this podcast and make no guarantees of any completeness, accuracy, or usefulness of the information contained in this podcast, its structure or its show notes. The problems or questions in this episode might not appear in exam papers.The content in this episode might be more relevant to learners in the United Kingdom. Laws, educational standards, and exam requirements may vary significantly from one location to another. It's the listener's responsibility to confirm that the material complies with the requirements and regulations of their local educational system. If any content of this episode does not comply with your local regulations or laws, please discontinue listening and consult with your local educational authorities.Any references to experiments in this episode are for information purposes only and do not allow any listener to perform them without proper guidance or support. Experiments or practical work mentioned during this episode should not be attempted without appropriate supervision from a qualified teacher or professional. Additionally, the information provided in our podcast is not medical advice and should not be taken as such. If you require medical advice, please consult a healthcare professional. This episode is provided 'as is' without any representations or warranties, express or implied.This episode covers the following:• Trigonometric functions• Exact trigonometric values• Page for this topic: https://studysquare.co.uk/test/Maths/OCR/GCSE/Trigonometric-functions?s=p• Trial lesson (terms and conditions apply): https://www.studysquare.co.uk/trial?s=p-/test/Maths/OCR/GCSE/Trigonometric-functions• Privacy policy of Spreaker (used to distribute this episode): https://www.spreaker.com/privacy

OpenAI's large-scale language-generation tool ChatGPT may have been used to draft some content in this episode and some of the show notes of this episode. StudySquare Ltd has adapted the content, and the publication is attributed to StudySquare Ltd. This episode is a general guideline for information and not a specific tutorial for any specific syllabus; therefore, it should not be relied upon. StudySquare Ltd and any people involved in producing this podcast take no responsibility or liability for any potential errors or omissions regarding this podcast and make no guarantees of any completeness, accuracy, or usefulness of the information contained in this podcast, its structure or its show notes. The problems or questions in this episode might not appear in exam papers.The content in this episode might be more relevant to learners in the United Kingdom. Laws, educational standards, and exam requirements may vary significantly from one location to another. It's the listener's responsibility to confirm that the material complies with the requirements and regulations of their local educational system. If any content of this episode does not comply with your local regulations or laws, please discontinue listening and consult with your local educational authorities.Any references to experiments in this episode are for information purposes only and do not allow any listener to perform them without proper guidance or support. Experiments or practical work mentioned during this episode should not be attempted without appropriate supervision from a qualified teacher or professional. Additionally, the information provided in our podcast is not medical advice and should not be taken as such. If you require medical advice, please consult a healthcare professional. This episode is provided 'as is' without any representations or warranties, express or implied.This episode covers the following:• Trigonometric identities• Double angle formulae• Adding trigonometric functions• Trigonometric equations• Page for this topic: https://studysquare.co.uk/test/Maths/SQA/Higher/Trigonometric-identities?s=p• Trial lesson (terms and conditions apply): https://www.studysquare.co.uk/trial?s=p-/test/Maths/SQA/Higher/Trigonometric-identities• Privacy policy of Spreaker (used to distribute this episode): https://www.spreaker.com/privacy

In this supper club episode of Syntax, Wes and Scott talk with Adam Argyle about a ton of new CSS features that have arrived or are coming soon, as well as his new site Gradient.style. Show Notes 00:34 Welcome 01:05 Guest introduction Adam on Bluesky Adam on Twitter 01:48 CSS buckets New CSS Relative Units · January 6, 2023 03:16 rex rch ric rlh 08:06 Gradient.style CSS HD Gradients Open Props: sub-atomic styles 13:49 What are style queries vs container queries vs state queries? una.im | Style Queries Getting Started with Style Queries - Chrome Developers CSS Container Style Queries | Can I use… Support tables for HTML5, CSS3, etc 18:09 Trig functions Trigonometric functions in CSS CSS Trigonometric Functions: cos() and sin(): dots on a circle 19:57 Live transitions Understand Disney's 12 principles of animation | Creative Bloq 25:08 View transitions View Transitions Demo View Transitions API - Web APIs | MDN 26:01 Text-wrap balance CSS text-wrap: balance - Chrome Developers 26:45 Text-wrap pretty 27:44 What's the future of the browser landscape? 31:44 nth-child(An+B [of S]) 33:06 Cascade layers 34:40 CSS Nesting 38:03 Animate discrete properties 39:42 Linear function Linear easing generator 41:33 Media query range syntax 42:04 Subgrid everywhere 44:41 Media query range and variables? UI Elements - Basics, Best Practice, and Built Ins — Syntax Podcast 612 45:32 env variables Hasty Treat - CSS Nesting 1 — Syntax Podcast 343 46:59 Animation composition 49:50 Select menu HTML element 52:16 SIIIIICK ××× PIIIICKS ××× ××× SIIIIICK ××× PIIIICKS ××× Shameless Plugs Onewheel // Future Motion Adam Argyle Tweet us your tasty treats Scott's Instagram LevelUpTutorials Instagram Wes' Instagram Wes' Twitter Wes' Facebook Scott's Twitter Make sure to include @SyntaxFM in your tweets Wes Bos on Bluesky Scott on Bluesky Syntax on Bluesky

After a brief visit from Hip Hop Dad Dave, we're talking cascade layers updates, block link practices, search element getting dropped, how to use cite, emoji list accessibility, scrollbar state, and trigonometric functions in CSS.

GCSE Maths Revision with Jonas provides you with easy-to-follow theory and examples. With years of experience, Jonas helps students to improve their confidence and skills so that they would be able to succeed in their exams.This episode covers the following:• Graphs of trigonometric functionsResources:• Questions for this Topic: https://studysquare.co.uk/test/Maths/Edexcel/GCSE/Trigonometric-graphs• Exam Revision Plan Generator: https://www.studysquare.co.uk/plan• Online Tutoring: https://www.studysquare.co.uk/tutoring• Podcast Privacy policy: https://www.spreaker.com/privacy

GCSE Maths Revision with Jonas provides you with easy-to-follow theory and examples. With years of experience, Jonas helps students to improve their confidence and skills so that they would be able to succeed in their exams.This episode covers the following:• Trigonometric functions• Exact values of trigonometric functions in degreesResources:• Questions for this Topic: https://studysquare.co.uk/test/Maths/Edexcel/GCSE/Trigonometric-functions• Exam Revision Plan Generator: https://www.studysquare.co.uk/plan• Online Tutoring: https://www.studysquare.co.uk/tutoring• Podcast Privacy policy: https://www.spreaker.com/privacy

Scottish Higher Maths Revision with Jonas provides you with easy-to-follow theory and examples. With years of experience, Jonas helps students to improve their confidence and skills so that they would be able to succeed in their exams.This episode covers the following:• Trigonometric identities• Double angle formulae• Adding trigonometric functions• Trigonometric equationsResources:• Questions for this Topic: https://studysquare.co.uk/test/Maths/SQA/Higher/Trigonometric-identities• Exam Revision Plan Generator: https://www.studysquare.co.uk/plan• Online Tutoring: https://www.studysquare.co.uk/tutoring• Podcast Privacy policy: https://www.spreaker.com/privacy

This was discovered by Edgar Banks, the inspiration for Indiana Jones, and is the worlds most complete trigonometric table, being based on the sexagesimal system, the same as modern computers!

This episode is also available as a blog post: Maths Series: Apply Sleep Cycle with Trigonometric - Karate Coder

Whether it is how far, how tall, or at what angle, knowing how to apply right angle trigonometry can help you to answer these questions. We start with a review of some basics about right triangles (0:45). If you know two sides of a triangle, then you can find the third side using the Pythagorean Theorem (1:10). If you know one side of a triangle and an angle in addition to the 90 degree angle, then you can find the remaining sides (2:10). What if you know two legs of a triangle - then you can use inverse trigonometric functions to find a missing angle (5:00).The Question of the Day asks:(7:14)Your mailbox is 10 m from your house, and the ledge of your bedroom window is located 5 m above the ground. How long would a piece of rope need to be to make a little zipline for your mail to travel to the box?Thank you for listening to The APsolute RecAP: Physics 1 Edition!(AP is a registered trademark of the College Board and is not affiliated with The APsolute RecAP. Copyright 2020 - The APsolute RecAP, LLC. All rights reserved.)Website:www.theapsoluterecap.comEMAIL:TheAPsoluteRecAP@gmail.comFollow Us:INSTAGRAMTWITTERFACEBOOKYOUTUBE

Hear all about The Great Trigonometric Survey of India, and its implications for cartography, fieldwork, and political geography.  The post The Great Trigonometric Survey of India: Cartography, Fieldwork, and Politics appeared first on Joseph Kerski, Ph.D. - Geographer.

In this episode, we'll be looking at inverse trigonometric functions up in the idyllic location of the Himalayan mountains.For more in-depth online learning, head on over to www.snaprevise.co.uk and see how our intelligent platform can transform your revision and help you score better grades with less stress. See acast.com/privacy for privacy and opt-out information.

It's our last podcast of the year! And in this episode, we'll finish what we started with last week's episode on solving trigonometric equations.For more in-depth online learning, head on over to www.snaprevise.co.uk and see how our intelligent platform can transform your revision and help you score better grades with less stress. See acast.com/privacy for privacy and opt-out information.

In this episode, we'll figure out how to do some trigonometric equations, and also figure out some of the things you can do when you turn 16.For more in-depth online learning, head on over to www.snaprevise.co.uk and see how our intelligent platform can transform your revision and help you score better grades with less stress. See acast.com/privacy for privacy and opt-out information.

In this episode, we'll be looking at trigonometric identities by special request of one our most famous listeners!For more in-depth online learning, head on over to www.snaprevise.co.uk and see how our intelligent platform can transform your revision and help you score better grades with less stress. See acast.com/privacy for privacy and opt-out information.

In this episode, we'll be looking at basic trigonometric graphs and and get some advice on the Duke of Edinburgh awards.For more in-depth online learning, head on over to www.snaprevise.co.uk and see how our intelligent platform can transform your revision and help you score better grades with less stress. See acast.com/privacy for privacy and opt-out information.

Episode #111. Trigonometric Substitution, Minor Stranger Things Talk, and Non-Spoiler Spider Man Far From Home Review Tony and Quoc talk about... weird stuff? We were asked to talk about trigonometric substitutions, Stranger Things in which we haven't seen since season 1, and Spider Man Far From Home, which was actually pretty good!Follow us onTwitter Facebook Instagram YouTube Patreon Stream us on Twitch! Visit our site at www.ntfttpod.com !You can contribute by emailing us at ntfttpod@gmail.com! Hurdy gur and warp speed! Get the #1 subscription box for geeks and gamers! Support No Time For Time Travel Pod by donating to the tip jar: https://tips.pinecast.com/jar/no-time-for-time-travel-podFind out more at https://no-time-for-time-travel-pod.pinecast.coThis podcast is powered by Pinecast. Try Pinecast for free, forever, no credit card required. If you decide to upgrade, use coupon code r-e52a8a for 40% off for 4 months, and support No Time For Time Travel Pod.

This week, Oakland comedian and math-degree-haver Erik Krasner joins me to answer all of my stupid, juvenile questions about math. We discuss why people think math is scary (and why they really shouldn't) and the beauty of proofs. Erik also walks me through how to prove the pythagorean theorem. Check out his diagrams below, which are presented in chronological order. When drawn on a sphere, the sum of the interior angles of a triangle add up to greater than 180 degrees. [https://en.wikipedia.org/wiki/Spherical_geometry] - The Pythagorean Theorem [https://en.wikipedia.org/wiki/Pythagorean_theorem] - The relationship between sine and cosine. [https://en.wikipedia.org/wiki/Trigonometric_functions#Sine,_cosine,_and_tangent] - Proving the Pythagorean theorem.[https://en.wikipedia.org/wiki/Pythagorean_theorem#Pythagorean_proof]

Trigonometric Function（カラサワトヨミツ）

Trigonometric Function（カラサワトヨミツ）

We complete the integration introduced in part 1, using Cauchy's residue theorem.

We prove the formulae for sin(A+B) and cos(A+B) using Euler's results for sine and cos. The other sum and difference formulae work in a similar way.

We prepare integral from 0 to 2 Pi of 1/(2+cos(theta)) for integration in the complex plane.

An example of integrating a function that is a product of an even power of sec x and a power of tanx

An example of integrating a function that is a product of an odd power of tan x and a power of secx

An example of how double-angle formulae can be used to help with integrating sin^2 x and cos^2 x

We evaluate another integral similar to that in parts 1 and 2 but containing a sine rather than a cosine. Here we prepare the integral for contour integration.

We attempt to evaluate an integral that is not well-defined and investigate how this problem manifests itself in the complex contour version of the integral.

Demonstrates an example of integrating a function that is a product of even powers of sinx and cos x, with assistance from double-angle formulae

An example of integrating a function that is a product of odd powers of sin x and cos x

A more difficult example of integrating a function that is a product of odd powers of sin x or cos x

We complete the integration introduced in part 3, using Cauchy's residue theorem.

A more difficult example of integrating a function that is a product of even powers of sin x or cos x

Integrals whose integrand consists of products of sin and cos with themselves or each other are evaluated.

Trigonometric functions of non acute angle- finding reference angle

Explores the derivatives of the inverse trigonometric functions

Exploring the derivatives of the trigonometric functions