Applications of Differentiation - Incremental or Percentage Change (Pendulum Problem)

preview_player
Показать описание
#calculus #applications #derivatives

In this video, I use the approximation formula for small changes in the lengths to approximate the percentage change in the period of a simple pendulum when the length changes by 6%.

A have got a solution to this problem with all of my working our available at the following link:

It is the type of problem that needs to be solved many times so that you become familiar with what to look for when doing the problem.

I hope the video helps.

Cheers,

Harold Walden

My social accounts:
  1. Harold Walden
  2. math
  3. calculus
  4. derivatives
  5. power
  6. polynomial
Рекомендации по теме
Applications of Differentiation 0:06:51

Applications of Differentiation - Incremental or Percentage Change (Pendulum Problem)

Applications of Calculus 0:08:57

Applications of Calculus - Incremental Change

Applications of Calculus 0:09:53

Applications of Calculus - Percentage Change (Incremental Change)

Difference Between Partial 0:01:44

Difference Between Partial and Total Derivative

Calculus - Incremental 0:04:51

Calculus - Incremental Change

Small Increment | 0:09:46

Small Increment | Partial Differentiation | Calculus

Application of Derivative- 0:04:17

Application of Derivative- Use of Differentials - Rate of Radius Increment

Marginal cost & 0:04:40

Marginal cost & differential calculus | Applications of derivatives | AP Calculus AB | Khan Acad...

Differentials and Derivatives 0:10:13

Differentials and Derivatives - Local Linearization

CALCULUS: Incremental Change 0:16:04

CALCULUS: Incremental Change / Percentage Change

Increasing and Decreasing 0:11:08

Increasing and Decreasing Functions - Calculus

Approximating incremental cost 0:07:46

Approximating incremental cost with derivative

Calculus - Approximation 0:05:59

Calculus - Approximation Method Using Incremental Change

Definition of the 0:23:31

Definition of the Derivative

Full vs. Differential 0:02:09

Full vs. Differential vs. Incremental Backup: What's the Difference?

HL Mathematics - 0:10:49

HL Mathematics - Incremental Change using the Chain Rule (Exam question example)

Applications of Calculus 0:10:52

Applications of Calculus - Percentage Change Using the Incremental Change Formula

Introduction to the 0:02:38

Introduction to the Total Differential

Increment method example 0:05:27

Increment method example

Finding the Derivatives 0:19:17

Finding the Derivatives (Increment Method)|Basic Calculus

Increment Method (Four 0:12:27

Increment Method (Four step Rule) of Solving the Derivative of a Function - Differential Calculus

Incremental vs Differential 0:06:56

Incremental vs Differential Backup, & Full - Explained

delta y vs. 0:11:24

delta y vs. dy (differential)

Total Differential of 0:01:59

Total Differential of Multivariate Function f(x, y) = x^3y^4 + x^2y^3 + 12

Комментарии
Автор

I have one biggest doubt : why this way does not work with KE and momentum problem.
Eg : if momentum is increased by 10% then increase in KE is actually 21%. But with this way we get 20% increase. Can you explain me why ???

anuragmishara
Автор

I have a fully worked solution to this problem available at the following link:

HaroldWalden