Percentages on a number line
Converting from fractions to percentages
Percentages of amount (Part 2)
Representing fractions, decimals, and percentages
Representing recurring decimals
Reviewing addition and subtraction
Reviewing multiplication and division
Repeated percentage change
Compound appreciation and depreciation (Part 1)
Compound appreciation and depreciation (Part 2)
Draw and recognise graphs of the form y = kx
Draw graphs of the form y=mx+c by using a table of values
Draw graphs of the form ax+by = c by using a table of values
Use graphs to solve simple equations including simultaneous equations
Find the gradient of a line
Find the equation of a straight line using y=mx+c
Find the intercept and gradient from a line given in any form
Using gradient to solve problems with parallel lines
Plot simple quadratic equations
Draw graphs of simple cubic functions using a table of values
Sketch graphs of simple cubic functions, given as three linear expressions
Interpret graphs of simple cubic functions, including finding solutions to cubic equations
Recognise, draw, sketch and interpret graphs of the reciprocal function y = 1/x
Interpret gradient and intercept on real life graphs
Calculate speed from distance time-graphs
Acceleration from a velocity-time graph
Straight line angles and angles around a point
Congruence and triangles (Part 1)
Congruence and triangles (Part 2)
Identify similar shapes and show shapes are similar
Find missing lengths in similar separate shapes
Use a map scale to work out a length and vice versa
Bearings and compass points
Bearings on the Cartesian plane
Bearings on isometric grids
Bearings with angle facts
Bearings within parallel lines
Bearings: Rotating scalene triangles
Bearings within regular polygons
Generalising: Pythagoras's theorem
Pythagoras: Finding right-angled triangles
Pythagoras’s theorem on the Cartesian plane
Varying the ratio of side lengths in right angle triangles
The case of 30 and 60 degrees
The sine and cosine ratios
The sine and cosine ratios for 30 and 60 degrees
Finding missing sides using sine and cosine for any angle
Using inverse sine and cosine to find missing angles
Use the language of probability and the probability scale
Calculate probabilities from equally likely events
Find the probability of an event not happening including using a table (include mutually exclusive and exhaustive)
Calculating probabilities
Theoretical probability and relative frequency
Theoretical probability and relative frequency (Part 2)
Combined events and sample spaces (Part 1)
Combined events and sample spaces (Part 2)
Calculating the probability of combined events
Combined Events and Tree Diagrams (Part 1)
Combined events and tree diagrams (Part 2)
Calculate probabilities of independent events
Draw a tree diagram for dependent events
Calculate probabilities of dependent events
Forming and testing a hypothesis
Problem solving with the Mean
Interpreting frequency tables
Solve equations that first involve simplification 2 (x + 3) + 5x = 15
Solve simple algebraic fractions (equal to a number)
Solving algebraic fractions (equal to x + a)
Solving algebraic fractions (one fraction equal to another)
Write the equation of a straight line if parallel to a line and passing through (0,n)
Write the equation of a straight line if parallel to a line and passing through any point
Interpret gradient and intercept on real life graphs
Find the equation of a straight line through two given points
Solving simultaneous equations
Reviewing solving equations