Interactive Lessons

Search over 850 fully planned, interactive, differentiated mathematics lessons designed to engage and inspire your students.

Showing 17–32 of 781 results

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Ages 16 +

Modelling with Sequences

A-Level Mathematics: How to model real-life problems with sequences and series.

Ages 16 +

Recurrence Relations

A-Level Mathematics: How to generate a sequence from a recurrence relations.

Ages 16 +

Sigma Notation

A-Level Mathematics: How to use sigma notation to problem-solve with series.

Ages 16 +

Sum to Infinity of a Geometric Series

A-Level Mathematics: How to find the sum to infinity of a geometric series.

Ages 16 +

Geometric Series

A-Level Mathematics: How to derive and apply the formula for the sum of an geometric series.

Ages 16 +

Problem Solving with Geometric Sequences

A-Level Mathematics: Problem solving with geometric sequences.

Ages 16 +

Arithmetic Series

A-Level Mathematics: How to derive and apply the formula for the sum of an arithmetic series.

Ages 16 +

Arithmetic Sequences

A-Level Mathematics: Problem-solving with arithmetic sequences.

Ages 16 +

Using Complex Roots of Unity in Geometry

A-Level Further Mathematics: Using the complex roots of unity to solve geometric problems.

Ages 16 +

Nth Roots of Complex Numbers

A-Level Further Mathematics: Find the nth roots of complex numbers.

Ages 16 +

Complex Geometric Series – Part 4

A-Level Further Mathematics: How to use de Moivre's theorem to find sums of series.

Ages 16 +

Complex Geometric Series – Part 3

A-Level Further Mathematics: Applying Euler's formula, to represent complex exponentials in terms of sine and c...

Ages 16 +

Complex Geometric Series – Part 2

A-Level Further Mathematics: How to apply Euler's formula to represent complex exponentials in trigonometric form.

Ages 16 +

Complex Geometric Series – Part 1

A-Level Further Mathematics: Finding the sum of a complex geometric series.

Ages 16 +

Modelling Motion with Differential Equations

A-Level Further Mathematics: Modelling motion with 1st order differential equations.

Ages 16 +

General Solutions to Second Order Differential Equations

A-Level Further Mathematics: Finding the general solution to differential equations.