33 Calculus of variations

preview_player
Показать описание
This project was created with Explain Everything™ Interactive Whiteboard for iPad.
  1. James Battat
Рекомендации по теме
33 Calculus of 0:30:54

33 Calculus of variations

Lecture-33 | Calculus 0:54:56

Lecture-33 | Calculus of Variations and Integral Equations #swayamprabha #CH38SP

Lec21 Part I 0:28:53

Lec21 Part I Global Constraints in calculus of variations

solution of SET 0:10:29

solution of SET Exam Question.Q.No.33,calculus of variation, Euler equation for Maximal

Calculus of Variations: 0:33:28

Calculus of Variations: Functionals

Calculus of Variations 0:01:41

Calculus of Variations Course

Algebra - Ch. 0:03:48

Algebra - Ch. 33: Variation (6 of 13) Example 3: Find the Variation

Calculus of Variations 0:53:07

Calculus of Variations

Classical Mechanics Lecture 0:34:25

Classical Mechanics Lecture 7 Part 1 -- Calculus of Variations

Which path should 0:18:59

Which path should you take? | Introduction to Calculus of Variations

Euler Lagrange Equation 0:07:33

Euler Lagrange Equation to Solve a Functional

4. Energy Methods 1:24:58

4. Energy Methods and Computational Mechanics - Lecture 4 Calculus of Variations, Part I

Finite Element Methods: 2:16:04

Finite Element Methods: Session #33_1

Fractions Butterfly Method 0:00:27

Fractions Butterfly Method #Short Video #Maths

Oxford Student reacts 0:00:59

Oxford Student reacts to China’s INSANELY DIFFICULT High School GaoKao Maths paper #shorts #viral

Algebra - Ch. 0:06:51

Algebra - Ch. 33: Variation (1 of 13) What is Variation?

How to eat 0:00:16

How to eat Roti #SSB #SSB Preparation #Defence #Army #Best Defence Academy #OLQ

Calculus of Variations 3:09:10

Calculus of Variations and Control Theory - 1

Lecture 33 0:10:25

Lecture 33 Variational Principle

The Hanging Chain 0:23:07

The Hanging Chain (Catenary) Problem

Minimal surfaces in 0:12:11

Minimal surfaces in calculus of variations

Variational Problem in 0:12:33

Variational Problem in Parametric Form: Calculus Of Variations

KSET Calculus of 0:00:33

KSET Calculus of variations (COV) 24 #shortvideo #shortsviral #viral #shortsviral

Variation Of A 0:15:20

Variation Of A Functional: Calculus Of Variations

Комментарии
Автор

if :(x max, y max)=(c/T, k*T^5)
, Where c & k. are constants
Why : y/T^5 must equal f(x*T) ?
I found this in some proofs in physics .
what's the mathematical rule that be used here ?

momen