00:21

Economics : stockpiling and revenue

00:11

Economics : how stockpiling some goods can sometimes lead to an increase in revenue

00:11

Economics: decreasing and increasing the amount of product supplied for a given price

00:31

Economics: How do markets work?

00:42

Slicing A Cylinder

00:49

mapping from r to 1/r: tracing the same circles on the other side of the initial line reveals this

00:49

Circular Inversion: Mapping From r To 1/r

01:03

The shape and type of the conic section constructed depend upon the position of the second focus!

01:54

depending on the positioning of the second focus two different types of conic sections are generated

00:56

Logistic Map: Cobweb Plots' Comparison For Different values of r with the same initial value of x

03:30

Logistic Map: Cobweb Plots' Comparison For Different values of r with the same initial value of x

01:59

Logistic Map: Cobweb Plot and the number of attractor points

02:07

Logistic Map: Bifurcation Diagram from the movement of the initial points towards the attractors

00:42

trigonometric properties from unit circle: secant and tangent

00:42

trigonometric properties from unit circle: cosecant and cotangent

00:42

trigonometric properties from unit circle: secant, cosecant, tangent and cotangent

00:39

complex angles : complex rotation

01:39

Imaginary hyperbolic angles

01:32

Trigonometric and Hyperbolic functions : Relationship

02:07

complex angles : imaginary angles and their sines and cosines

01:03

complex angles: real angles and their sines and cosines

02:53

QM Intro: color coding the vibration on a linear string

03:42

QM Intro: color coding the vibration on a circular membrane

01:16

Vibration On A Circular Membrane: number of nodes

01:09

QM Intro: Difference between Angular and Radial nodes

02:11

Heisenberg's Uncertainty Principle: At A Glance

06:14

QM Intro: Heisenberg's Uncertainty Principle

01:49

QM Intro: Vibration On a Circular Membrane

00:20

QM Intro: Correction For The Mistake made at 1:29 minutes into the video

03:58

QM Intro : From Imaginary Wavefunctions To Real Probabilities

02:20

Vector Cross Product: An intuitive approach

06:38

Vector Cross Product In 3D

03:14

Finding The Condition For Which A Vector Is Perpendicular To Two Given Vectors

01:12

Equation Of The Plane Normal To A Given Vector

03:35

Deriving a parametric equation describing a line in 3D

06:00

Vector Dot Product In 3D

01:15

Law of Cosines

00:55

Vector Cross Product

00:55

Vector Dot Product

01:52

Euler's Formula

00:54

Visualizing De Moivre's Theorem

01:13

Visualizing Complex Numbers and Complex Multiplication

00:50

Trigonometric Addition Formulas: cos(theta + alpha) = cos(theta).cos(alpha) - sin(theta).sin(alpha)

00:20

Fractals - Chaos Game with Pentagon

01:31

Fractals - Sierpinski Triangle from Chaos Game

01:22

Fractals - Dragon Curve

00:33

Fractals - koch Snowflake

00:16

Breaking the Sound Barrier and Shockwave Formation

01:07

Shockwave Formation and Sonic Boom

00:41

Doppler Effect

00:44

Why is cos(180 - theta) = -cos(theta) and sin(180 - theta) = sin(theta)?

01:27

why is sin(90-theta) = cos(theta)?

00:42

Multiplying Trigonometric Functions with a Constant - Sine and Cosine

01:31

trigonometric properties from unit circle - secant

03:41

trigonometric properties from unit circle - tangent

01:36

trigonometric properties from unit circle - cosecant

05:26

trigonometric properties from unit circle - cotangent

02:31

trigonometric properties from unit circle : sine and cosine

00:31

generating parabola from tangent lines

01:55

constructing an ellipse when its two foci are given - 2