B5: Inequalities

From the DfE Mathematics AS and A-Level Content (LINK):

PLAYLIST

Introducing Inequalities, Set Notation and Interval Notation

B5-01 [Inequalities: Introducing Inequalities, Set Notation and Interval Notation]

B5-02 [Inequalities: Writing Inequalities in Set Notation and Interval Notation]

Linear Inequalities

B5-03 [Inequalities: Introducing Solving Linear Inequalities]

B5-04 [Inequalities: Examples of Solving Linear Inequalities]

B5-05 [Inequalities: Solve a Linear Inequality, writing answer in Set Notation]

B5-06 [Inequalities: Solving More Complicated Linear Inequalities]

B5-07 [Inequalities: Solving Linear Inequalities Graphically]

B5-08 [Inequalities: Solving General Inequalities (the BIG IDEA)]

Quadratic Inequalities

B5-09 [Inequalities: Quadratic Inequality Example 1]

B5-10 [Inequalities: Quadratic Inequality Example 2]

B5-11 [Inequalities: Quadratic Inequality Example 3]

B5-12 [Inequalities: Examples of Solving Quadratic Inequalities]

B5-13 [Inequalities: More Examples of Solving Quadratic Inequalities]

B5-14 [Inequalities: Solving More Complicated Quadratic Inequalities]

Discriminant Inequalities

B5-15 [Inequalities: Introducing Discriminant Inequalities]

B5-16 [Inequalities: Examples of Discriminant Inequalities Part 1]

B5-17 [Inequalities: Examples of Discriminant Inequalities Part 2]

B5-18 [Inequalities: EXTENSION Tricky Example of a Discriminant Inequality]

More Inequalities

B5-19 [Inequalities: Solving 2^x less than 10^250]

B5-20 [Inequalities: Solving 0.5^x less than 10^300]

B5-21 [Inequalities: Solve a Cubic Inequality in Set Notation]

B5-22 [Inequalities: Finding where a line intersects a circle]

B5-23 [Inequalities: Examples of finding where Curves Intersect]

EXTENSION: Double & Triple Inequalities

B5-24 [Inequalities: EXTENSION Double & Triple Inequalities]

Representing Inequalities Graphically

B5-25 [Inequalities: Representing Linear Inequalities Graphically]

B5-26 [Inequalities: Representing Quadratic Inequalities Graphically]

B5-27 [Inequalities: Draw and Shade a Region]