What is a vector? - David Huynh
4:41
YouTubeTED-Ed
What is a vector? - David Huynh
View full lesson: http://ed.ted.com/lessons/what-is-a-vector-david-huynh Physicists, air traffic controllers, and video game creators all have at least one thing in common: vectors. But what exactly are they, and why do they matter? David Huynh explains how vectors are a prime example of the elegance, beauty, and fundamental usefulness of ...
2.2M viewsSep 13, 2016
Shorts
Unit Vector Notation - Standard Unit Vectors i j k - Physics
26:54
110.9K views
Unit Vector Notation - Standard Unit Vectors i j k - Physics
The Organic Chemistry Tutor
Introduction to Vectors and Their Operations
10:17
454.2K views
Introduction to Vectors and Their Operations
Professor Dave Explains
Euclidean vector Vector Basics
Vector Forces
7:34
Vector Forces
YouTubePhysics Videos by Eugene
107.5K viewsJun 21, 2015
Vector Norms
5:59
Vector Norms
YouTuberitvikmath
189.9K viewsAug 21, 2015
Understanding vectors
19:19
Understanding vectors
YouTubePhysicsHigh
64.6K viewsApr 9, 2017
Top videos
Vectors - Basic Introduction - Physics
12:13
Vectors - Basic Introduction - Physics
YouTubeThe Organic Chemistry Tutor
2.3M viewsJan 18, 2021
Concept of Vector Point Function & Vector Differentiation By GP Sir
15:30
Concept of Vector Point Function & Vector Differentiation By GP Sir
YouTubeDr.Gajendra Purohit
2.6M viewsMay 19, 2018
Calculus 3 - Intro To Vectors
57:54
Calculus 3 - Intro To Vectors
YouTubeThe Organic Chemistry Tutor
1.4M viewsAug 23, 2018
Euclidean vector Vector Operations
Prove that every Euclidean plane (i.e. a Euclidean vector space... | Filo
Prove that every Euclidean plane (i.e. a Euclidean vector space... | Filo
askfilo.com
5.8K views8 months ago
How to Do Vector Operations Using Components
6:29
How to Do Vector Operations Using Components
Study.com
16K viewsApr 16, 2015
You are familiar with the operations of gradient (∇ϕ), divergence (∇·V) and curl (∇×V) in ordinary vector analysis ia three-dimensional Euclidean space, Using covariant derivatives, derive formulae for these operations in spherical polar coordinates (r, 6, ϕ) defined by x=r sinθcosϕ y=r sinθsinϕ z=r cosθ Conpare your results to those in Jackson (1999) or an equivalent text. Are they identical? Should they be? | Numerade
You are familiar with the operations of gradient (∇ϕ), divergence (∇·V) and curl (∇×V) in ordinary vector analysis ia three-dimensional Euclidean space, Using covariant derivatives, derive formulae for these operations in spherical polar coordinates (r, 6, ϕ) defined by x=r sinθcosϕ y=r sinθsinϕ z=r cosθ Conpare your results to those in Jackson (1999) or an equivalent text. Are they identical? Should they be? | Numerade
numerade.com
Aug 21, 2023