Following AQA Level 2 Further Maths Specification. Dividing a line in a given ratio. PowerPoint includes fully animated examples. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. With problem solving questions to use the knowledge taught to solve more complex problems.

Standard Form for KS4. Includes multiply and dividing with numbers in standard form plus adding and subtracting in standard form, along with exam questions base on the topic. PowerPoint includes fully animated examples. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Worksheets to be able to be printed for pupils to use and work on.

Factorise quadratic expressions where a=1 with algebra tiles for pictorial representation. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic.

Represent expressions using algebra tiles. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Worksheets to be able to be printed for pupils to use and work on.

Rounding to a given significant figures. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Problem-solving questions to cement the understanding further. Worksheets to be able to be printed for pupils to use and work on.

Following AQA Level 2 Further Maths Specification. Trigonometric identities. PowerPoint includes fully animated examples. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Also includes problem-Solving questions

Following AQA Level 2 Further Maths Specification. Finding midpoints, distance between two points and gradients from linear graphs. PowerPoint includes fully animated examples. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. With problem solving questions to use the knowledge taught to solve more complex problems.

Add and Subtract fractions with the different denominator (showing the process with bar models). PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Problem-solving questions to cement the understanding further. Worksheets to be able to be printed including ones to help support students with bar models.

Calculate averages (mode, median) and range from a list of numbers. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic.

Following AQA Level 2 Further Maths Specification. Completing the square on expressions. PowerPoint includes fully animated examples. Use of algebra tiles to show pictorial representations of the method. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. With problem solving questions to use the knowledge taught to solve more complex problems.

Revision sheets covering all content for indices and standard form on GCSE Foundation Maths (Edexcel). PDF for print out (with answers) and PowerPoint with reveal answer boxes Content includes: Basic laws of indices Zero Power Negative indices Convert between ordinary numbers and standard form Calculate with numbers in standard form Order with numbers in standard form

Revision sheets covering all content for number properties on GCSE Foundation Maths (Edexcel). PDF for print out (with answers) and PowerPoint with reveal answer boxes Content includes: Place value Multiples Factors Squares, cubes and roots Prime numbers Ordering integers, decimals, percentages and fractions Prime factors HCF and LCM

Revision sheets covering all content for equations and formulae on GCSE Foundation Maths (Edexcel). PDF for print out (with answers) and PowerPoint with reveal answer boxes Content includes: Solve equations with one-step Solve equations with two-step Solve equations with brackets Solve equations with unknowns on both sides Rearrange formulae Substitution Function Machines

Revision sheets covering all content for linear graphs on GCSE Foundation Maths (Edexcel). PDF for print out (with answers) and PowerPoint with reveal answer boxes Content includes: Coordinates and midpoints Basic linear graphs (horizontal and vertical) Plotting linear graphs Gradients Equation of lines

Simplify expressions by multiplying and dividing terms, using algebra tiles. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Worksheets to be able to be printed for pupils to use and work on.

Finding the equation of a line using y=mx+c and y-y1=m(x-x1). Writing equations in the form y=mx+c and ax+by+c=0. PowerPoint includes fully animated examples. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. With problem solving questions to use the knowledge taught to solve more complex problems.

Using prime factor decomposition to find the unique prime factors of a number. PowerPoint includes fully animated examples. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Worksheets to be able to be printed for pupils to use and work on.

Represent directed (positive and negative) numbers on number lines and with counters. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Worksheets to be able to be printed for pupils to use and work on.

Equation of a line from a graph. PowerPoint includes fully animated examples, pictorial representations when applicable. Split screen with Teacher example and Pupil’s turn followed by questions with animated answers. Questions use intelligent practice to allow pupils to see links and build a deeper understanding of the topic. Worksheets to be able to be printed for pupils to use and work on.