07:46

Polynomial Division (1 of 4: Extending the Long Division technique to accommodate Functions)

3y1m ago

06:21

Graphs Raised to a Power (2 of 4: What Happens when function is raised to an odd power?)

3y1m ago

10:18

Graphs Raised to a Power (1 of 4: What happens when a graph is raised to an even power?)

3y1m ago

04:44

Multiplication/Division of Functions (3 of 3: A Harder Example involving logarithmic equations)

3y1m ago

12:24

Multiplication/Division of Functions (2 of 3: Using the multiplication of a reciprocal for division)

3y1m ago

08:18

Addition/Subtraction of Ordinates w Absolute Values (3 of 4: Dealing with Quadratics)

3y1m ago

03:31

Addition/Subtraction of Ordinates w Absolute Values (2 of 4: Dealing with Linear Equations)

3y1m ago

07:35

Addition/Subtraction of Ordinates w Absolute Values (1 of 4: Dealing with Absolute sinx)

3y1m ago

08:59

Further Graphing (2 of 5 : Sketching Composite Graph by adding ordinates of the components)

3y1m ago

10:58

Cubic Curve Sketching (2 of 2: Using Regions outlined by the Factor Lines to assist with Graphing)

3y1m ago

07:32

Cubic Curve Sketching (1 of 2: Using Factor Lines to determine regions the curve runs through)

3y1m ago

10:17

Primitive Functions (2 of 4: Importance of the Constant Term in Anti-Differentiation)

3y1m ago

09:14

Cubic Curves (3 of 4: Finding Intercepts with tools from Factorisation of Polynomials)

3y1m ago

06:27

Max/Min Distance Problems (4 of 4: Why is it not essential to test nature of T.P. in this scenario)

3y1m ago

11:56

Max/Min Distance Problems (2 of 4: Discussing Restrictions on Max/Min Distance Problems )

3y1m ago

11:29

Max/Min Distance Problems (1 of 4: Introducing a Parameter to solve Max/Min Problems)

3y1m ago

07:45

Curve Sketching with Calculus (3 of 3: Using the Stationary Points to assist with Curve Sketching)

3y2m ago

08:06

Curve Sketching with Calculus (2 of 3: Finding Intercepts and Regions to assist Curve Sketching)

3y2m ago

10:28

Graphing Derivatives (2 of 4: Using the Derivative function to determine the original function)

3y2m ago

09:20

Graphing Derivatives (1 of 4: Graphing the Derivative functions from the original function)

3y2m ago

05:50

Using the Second Derivative (5 of 5: Where the concavity changes but f"(x) doesn't exist)

3y2m ago

05:43

Using the Second Derivative (4 of 5: Examples where f"(x)=0 doesn't mean Point of Inflexion)

3y2m ago

07:10

Using the Second Derivative (3 of 5: Why the Points of Inflexion may not exist when f"(x) = 0)

3y2m ago

12:14

Geometry of the Second Derivative (4 of 4: Why does the Derivative Graphs correlate?)

3y2m ago

08:23

Geometry of the Second Derivative (2 of 4: Graphical correspondence of original and its derivatives)

3y2m ago