検索キーワード： 制作 "-- Kevin Wright --" 数学

The APsolute RecAP: Physics 1 Edition is a guided review through all ten units of classical mechanics. Areas of focus include kinematics, motion, energy, momentum, electricity and sound. Plus, a thorough review of essential math skills and graphing analysis through practical examples! Make sure to subscribe wherever you get podcasts, download the accompanying study guides for extra practice, and follow along on social media for the question of the day and course updates! The 2021 exam is on Wednesday, May 5th.

Maths en tête 🎙️ Un podcast pour découvrir les maths autrement, le tout en lien avec les programmes scolaires de mathématiques du lycée.  ➡️ A destination des élèves, des enseignants, des parents ou tout simplement des amateurs de mathématiques.  📃 Pour réviser son cours, préparer le Grand Oral du baccalauréat ou apprendre dans les transports en commun, travailler en classe inversée ou simplement découvrir de nouvelles choses.  📆 Tous les mercredis à 11h, je vous propose un nouvel épisode (entre 5 et 10 min) qui aborde une notion, un point d’histoire des maths...

Resoundingly Human, the podcast from INFORMS, is dedicated to bringing O.R. and analytics to life by highlighting the incredible contributions of the men and women who are using O.R. and analytics to save lives, save money, and solve problems.

In support of encouraging more gender diversity into STEM, in this series of podcasts sponsored by Parity Group plc, Antonia Hayward, Head of Client Solutions at Parity, speaks with women working in prominent roles in data and digital and explores the associated challenges and opportunities. We talk about their career path, what they did that worked and what obstacles they faced. The aim is to encourage more women to consider tech as a career option.

Engineers and designers from IMEG, a top 5 U.S. engineering firm, discuss innovative and trend-setting building and infrastructure design with architects, owners, and others in the AEC industry. Topics touch on all market sectors, engineering disciplines, and related services.

Neformální podcast o přemýšlení, řešení problémů, abstrakci a netradičních úhlech pohledu pro všechny, kteří se nespokojí s jednoduchým vnímáním světa. Varování: Může obsahovat netriviální množství humoru a matematiky, někdy i kombinovaně (expertíza v těchto oblastech však není očekávaná).

¿Qué son las matemáticas? ¿Para qué sirven? ¿Por qué es importante conocer su historia? Estas son algunas de las preguntas a las que da respuesta esta obra que nos narra de forma concisa la historia de esta ciencia desde la Prehistoria hasta nuestros días. Pero esta narración no es solamente una superposición de personajes históricos y de sus felices descubrimientos, sino que es una reivindicación de los componentes emocionales, incluso irracionales, que muchas veces han acompañado las actitudes apasionadas de estos célebres personajes, empeñados en buscar soluciones...

How big is the universe? How many numbers are there? And is infinity + 1 is the same as 1 + infinity? Such questions occur to young children and our greatest minds. And they are all the same question: What is infinity? In Beyond Infinity, Eugenia Cheng takes us on a staggering journey from elemental math to its loftiest abstractions. Along the way, she considers how to use a chessboard to plan a worldwide dinner party, how to make a chicken-sandwich sandwich, and how to create infinite cookies from a finite ball of dough.

Se trata de los números y los datos que manejan las estadísticas, indispensables en el relato con el que se construye hoy en día la actualidad política, económica y social. Y para comprender la realidad cambiante y compleja en la que vivimos no se necesita un doctorado en matemáticas. Basta un poco paciencia y sentido común, pero sobre todo, se requiere la curiosidad que Tim Harford, autor de El economista camuflado, sabe contagiar a sus lectores para observar el mundo con otros ojos.

In Zero, science journalist Charles Seife follows this innocent-looking number from its birth as an Eastern philosophical concept to its struggle for acceptance in Europe, its rise and transcendence in the West, and its ever-present threat to modern physics.

Are the secrets of the universe written in words - or is it all about the digits? K. C. Cole follows up her paean to the power of physics, Sympathetic Vibrations, with this engaging and accessible guide to the might and majesty of mathematics. The Universe and the Teacup uses relatable examples and humorous prose to demonstrate math's ability to "translate the complexity of the world into manageable patterns".

Featuring a wealth of sample puzzles ranging from simple to extremely challenging, this lively and engaging book brings together many of the most ingenious puzzles ever devised, including the "Hardest Logic Puzzle Ever", metapuzzles, paradoxes, and the logic puzzles in detective stories.

What do people do when they count? What do numbers really mean? We all know that people can lie with statistics, but in this groundbreaking work, eminent political scientist Deborah Stone uncovers a much deeper problem. With help from Dr. Seuss and Cookie Monster, she explains why numbers can't be objective: in order to count, one must first decide what counts. Every number is the ending to a story built on cultural assumptions, social conventions, and personal judgments.

If you move at high speed, time slows down, space squashes up, and you get heavier. Travel fast enough and you could weigh as much as a jumbo jet, be flattened thinner than a CD without feeling a thing - and live forever! As for the angles of a triangle, they do not always have to add up to 180 degrees. And then, of course, there are black holes. These are but a few of the extraordinary consequences of Einstein's theory of relativity.

From the contours of coastlines to the outlines of clouds, and the branching of trees, fractal shapes can be found everywhere in nature. In this Very Short Introduction, Kenneth Falconer explains the basic concepts of fractal geometry, which produced a revolution in our mathematical understanding of patterns in the 20th century, and explores the wide range of applications in science, and in aspects of economics.

The brain is made up of 85 billion neurons, which are connected by over 100 trillion synapses. For over a century, a diverse array of researchers have been trying to find a language that can be used to capture the essence of what these neurons do and how they communicate - and how those communications create thoughts, perceptions, and actions. The language they were looking for was mathematics, and we would not be able to understand the brain as we do today without it.

What Are the Chances? reveals how psychology and neuroscience explain the significance of the idea of luck. Barbara Blatchley explores how people react to random events in a range of circumstances, examining the evidence that the belief in luck helps us cope with a lack of control. She tells the stories of lucky and unlucky people as well as the accidental discoveries that fundamentally changed what we know about the brain.

Nearly a hundred years after its publication, Kurt Gödel's famous proof that every mathematical system must contain propositions that are true - yet never provable - continues to unsettle mathematics, philosophy, and computer science. Yet unlike Einstein, with whom he formed a warm and abiding friendship, Gödel has long escaped all but the most casual scrutiny of his life.

Almost all of us have sat in a math class, wondering when we'd ever need to know how to find the roots of a polynomial or graph imaginary numbers. And in one sense, we were right: If we needed to, we'd use a computer. But as Ian Stewart argues in What's the Use?, math isn't just about boring computations. Rather, it offers us new and profound insights into our world, allowing us to accomplish feats as significant as space exploration and organ donation.

Change Is the Only Constant is an engaging and eloquent exploration of the intersection between calculus and daily life, complete with Orlin's sly humor and wonderfully bad drawings.