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Showing videos from
**Eddie Woo**
with a total of **4,051** videos

06:28 Functions of Displacement (1 of 3: Basic Simple Harmonic Motion)

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00:21 Teenage Boss Episode 4 - Promo Clip

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07:43 SHM - Other Centres of Motion (2 of 2: Determining attributes from the equation)

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09:54 SHM - Other Centres of Motion (1 of 2: Rearranging with trigonometric identities)

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09:03 Simple Harmonic Motion Example Question (3 of 3: Using graph symmetry)

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09:25 Simple Harmonic Motion Example Question (2 of 3: Solving for time)

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07:38 Simple Harmonic Motion Example Question (1 of 3: Determining period of motion)

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10:38 Graphing Trigonometric Functions (Example: y = 3cos(x) - 2)

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11:22 Integrating with Respect to Time

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08:09 Concurrence of Medians (2 of 2: Proof via coordinate geometry)

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08:09 Concurrence of Medians (1 of 2: Proof via similar triangles)

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08:24 Intro to Straight Line Motion (3 of 3: Interpreting the equations)

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07:10 Intro to Straight Line Motion (2 of 3: Unpacking a basic question)

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08:57 Intro to Straight Line Motion (1 of 3: Overview of language)

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08:43 Growth & Decay - Trout/Carp Problem (2 of 2: Drawing conclusions)

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08:01 Growth & Decay - Trout/Carp Problem (1 of 2: Establishing the model)

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00:31 Teenage Boss Episode 2 - Promo Clip

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07:12 Growth & Decay - Saltwater/Freshwater Problem (3 of 3: Interpreting the situation)

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10:09 Growth & Decay - Saltwater/Freshwater Problem (2 of 3: Applying calculus)

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09:51 Growth & Decay - Saltwater/Freshwater Problem (1 of 3: Understanding the constants)

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09:18 Growth/Decay with Environmental Factors (2 of 2: Example question)

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09:48 Growth/Decay with Environmental Factors (1 of 2: Difference in equations)

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01:49 Teenage Boss Episode 1 - Reactions

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07:38 Exponential Growth Rates (2 of 2: Average)

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04:12 Exponential Growth Rates (1 of 2: Instantaneous)

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01:54 Teenage Boss Episode 1 - Sneak Peek

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07:54 Related Rates of Change - Shifting Shadow (2 of 2: Manipulating the derivatives)

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06:57 Related Rates of Change - Shifting Shadow (1 of 2: Understanding the problem)

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08:34 Related Rates of Change - Slipping Ladder (2 of 2: Working the equations)

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08:35 Related Rates of Change - Slipping Ladder (1 of 2: Establishing the scenario)

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07:37 Related Rates of Change: Overall Strategy

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08:39 Related Rates of a Shrinking Cube

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12:22 Related Rates of a Balloon (3 of 3: Evaluating a rate of change)

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07:14 Related Rates of a Balloon (2 of 3: Introducing the derivatives)

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06:14 Related Rates of a Balloon (1 of 3: Describing the situation)

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04:33 Graphs of Inverse Trigonometric Functions (2 of 2: Considering shifts through domain)

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07:53 Graphs of Inverse Trigonometric Functions (1 of 2: Thinking through domain & range)

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10:15 Combining Trigonometric & Inverse Trigonometric Functions

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01:01 Teenage Boss - launch trailer

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06:33 Intro to Inverse Functions (4 of 4: Worked example)

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07:01 Intro to Inverse Functions (3 of 4: Restricted domains)

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08:47 Intro to Inverse Functions (2 of 4: Unifying geometric definition)

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09:58 Intro to Inverse Functions (1 of 4: Overview & basic examples)

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06:26 Mathematical Induction: Polynomial Divisibility Proof

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09:07 Mathematical Induction - Inequalities (4 of 4: Manipulating the inductive hypothesis)

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05:30 Mathematical Induction - Inequalities (3 of 4: Starting with the assumption)

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12:10 Mathematical Induction - Inequalities (2 of 4: Rearranging the k+1 case)

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04:52 Mathematical Induction - Inequalities (1 of 4: General pointers)

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07:04 Mathematical Induction Proof - Odd Integers (2 of 2: Proving the k+1 case)

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07:00 Mathematical Induction Proof - Odd Integers (1 of 2: How to exclude even integers)

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08:35 Mathematical Induction - Proving Divisibility by 4 (2 of 2: How to use the assumption)

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11:58 Mathematical Induction - Proving Divisibility by 4 (1 of 2: Test and assumption)

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09:05 Applications of Trigonometric Integrals (2 of 2: Introductory example)

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05:16 Applications of Trigonometric Integrals (1 of 2: Fundamental properties)

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07:58 Using Derivatives of Trigonometric Functions (2 of 2: Sketching a curve)

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07:13 Using Derivatives of Trigonometric Functions (1 of 2: Finding a tangent)

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07:43 Differentiating Trigonometric Functions (2 of 2: Example using quotient rule)

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07:42 Differentiating Trigonometric Functions (1 of 2: Key results & chain rule)

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08:34 Calculus of Trigonometric Functions (3 of 3: Proving the basic derivative)

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06:36 Calculus of Trigonometric Functions (2 of 3: An alternative version of first principles)

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07:38 Calculus of Trigonometric Functions (1 of 3: Using visual intuition)

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09:05 Interpreting a Graph w/ Calculus (2 of 2: Evaluating an area)

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07:32 Interpreting a Graph w/ Calculus (1 of 2: Sketching the curve)

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03:16 Evaluating Definite Integral with Absolute Value

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06:54 Proving existence of x-intercept in given domain (Bolzano's Theorem)

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04:29 Solving Absolute Value Equation Example 3x + 2 = |2x - 1|

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08:19 Behaviour of sinx & tanx for small x (3 of 3: Establishing the limit)

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08:20 Behaviour of sinx & tanx for small x (2 of 3: Geometric proof)

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09:12 Behaviour of sinx & tanx for small x (1 of 3: Visualising on the unit circle)

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11:07 Angle Between Two Lines (2 of 2: Dealing with vertical lines)

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09:01 Angle Between Two Lines (1 of 2: Calculating with radians)

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09:08 Introduction to Trigonometric Expansions (3 of 3: Using them to prove identities)

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