Motion – Projectile Polynomials, Simple harmonic – Videos

List of Video Titles

Click the video titles below, to be directed to the video.

Functions of Displacement: Prologue
Functions of Displacement: Proof 1
Functions of Displacement: Proof 2
Functions of Displacement: Example Question
Functions of Displacement: Harder Example (1 of 3 – Finding v²)
Functions of Displacement: Harder Example (2 of 3 – Integrating for x)
Functions of Displacement: Harder Example (3 of 3 – Establishing Domain for v)
Gravity & Escape Velocity (1 of 3)
Gravity & Escape Velocity (2 of 3)
Gravity & Escape Velocity (3 of 3)
Introduction to Simple Harmonic Motion
Simple Harmonic Motion: Basic Equations
Characteristics of Simple Harmonic Motion (1 of 2)
Characteristics of Simple Harmonic Motion (2 of 2)
Simple Harmonic Motion: Amplitude Example
Simple Harmonic Motion: Shifting the Centre
Simple Harmonic Motion: Shifted Centre Example (1 of 2)
Simple Harmonic Motion: Shifted Centre Example (2 of 2)
Projectile Motion: Summary of Equations
Projectile Motion: North Korean Tank (1 of 4)
Projectile Motion: North Korean Tank (2 of 4)
Projectile Motion: North Korean Tank (3 of 4)
Projectile Motion: North Korean Tank (4 of 4)
Projectile Motion: Glenn Mcgrath (1 of 2)
Projectile Motion: Glenn Mcgrath (2 of 2)
Equation of Path: Derivation
Equation of Path: Simple Example
Projectile Motion: Colliding Particles (1 of 3)
Projectile Motion: Colliding Particles (2 of 3)
Projectile Motion: Colliding Particles (3 of 3)
Tricky Projectile Question: Equation of Path
Tricky Projectile Question: Different Angles of Projection
Tricky Projectile Question: Restriction on Angles
Simple Harmonic Motion Example Question: The Spring
Physical Models and their Differential Equations
Key Illustration for Understanding Simple Harmonic Motion
Understanding SHM by examining its graphs
Introduction to Simple Harmonic Motion: Time Equations
Acceleration in terms of Velocity (1 of 2: Review)
Acceleration in terms of Velocity (2 of 2: Derivation & Example)
Velocity as a Function of Displacement
Simple Harmonic Not-Motion: Fluctuating Temperature
Applications & Implications of d/dx(½v²): Concrete Example
Applications & Implications of d/dx(½v²): General Case
Projectile Motion: Simple Worked Example (1 of 4: Resolving Initial Velocity)
Projectile Motion: Simple Worked Example (2 of 4: Developing 4 Time Equations)
Projectile Motion: Simple Worked Example (3 of 4: Understanding the Point of Impact)
Projectile Motion: Simple Worked Example (4 of 4: Equation of Path)
Projectile Motion: Aiming for a Target (1 of 2: Generating Time Equations)
Projectile Motion: Aiming for a Target (2 of 2: Determining Firing Angle)
Relationship Between High & Low Firing Angles
Motion Exam Question (1 of 2: Finding v(x) from a(x))
Motion Exam Question (2 of 2: Finding x(t) from v(x))
Exam Problem: Simple Harmonic Motion with Auxiliary Angle


 


Functions of Displacement: Prologue


Functions of Displacement: Proof 1


Functions of Displacement: Proof 2


Functions of Displacement: Example Question


Functions of Displacement: Harder Example (1 of 3 – Finding v²)


Functions of Displacement: Harder Example (2 of 3 – Integrating for x)


Functions of Displacement: Harder Example (3 of 3 – Establishing Domain for v)


Gravity & Escape Velocity (1 of 3)


Gravity & Escape Velocity (2 of 3)


Gravity & Escape Velocity (3 of 3)


Introduction to Simple Harmonic Motion


Simple Harmonic Motion: Basic Equations


Characteristics of Simple Harmonic Motion (1 of 2)


Characteristics of Simple Harmonic Motion (2 of 2)


Simple Harmonic Motion: Amplitude Example


Simple Harmonic Motion: Shifting the Centre


Simple Harmonic Motion: Shifted Centre Example (1 of 2)


Simple Harmonic Motion: Shifted Centre Example (2 of 2)


Projectile Motion: Summary of Equations


Projectile Motion: North Korean Tank (1 of 4)


Projectile Motion: North Korean Tank (2 of 4)


Projectile Motion: North Korean Tank (3 of 4)


Projectile Motion: North Korean Tank (4 of 4)


Projectile Motion: Glenn Mcgrath (1 of 2)


Projectile Motion: Glenn Mcgrath (2 of 2)


Equation of Path: Derivation


Equation of Path: Simple Example


Projectile Motion: Colliding Particles (1 of 3)


Projectile Motion: Colliding Particles (2 of 3)


Projectile Motion: Colliding Particles (3 of 3)


Tricky Projectile Question: Equation of Path


Tricky Projectile Question: Different Angles of Projection


Tricky Projectile Question: Restriction on Angles


Simple Harmonic Motion Example Question: The Spring


Physical Models and their Differential Equations


Key Illustration for Understanding Simple Harmonic Motion


Understanding SHM by examining its graphs

https://www.youtube.com/watch?v=ww5dQwQ-Uqo


Introduction to Simple Harmonic Motion: Time Equations


Acceleration in terms of Velocity (1 of 2: Review)


Acceleration in terms of Velocity (2 of 2: Derivation & Example)


Velocity as a Function of Displacement


Simple Harmonic Not-Motion: Fluctuating Temperature


Applications & Implications of d/dx(½v²): Concrete Example


Applications & Implications of d/dx(½v²): General Case


Projectile Motion: Simple Worked Example (1 of 4: Resolving Initial Velocity)


Projectile Motion: Simple Worked Example (2 of 4: Developing 4 Time Equations)


Projectile Motion: Simple Worked Example (3 of 4: Understanding the Point of Impact)


Projectile Motion: Simple Worked Example (4 of 4: Equation of Path)


Projectile Motion: Aiming for a Target (1 of 2: Generating Time Equations)


Projectile Motion: Aiming for a Target (2 of 2: Determining Firing Angle)


Relationship Between High & Low Firing Angles


Motion Exam Question (1 of 2: Finding v(x) from a(x))


Motion Exam Question (2 of 2: Finding x(t) from v(x))


Exam Problem: Simple Harmonic Motion with Auxiliary Angle


*Note: Videos are from misterwootube.com

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