Mathematics
Introduction to subject
Mathematics is the means of looking at the patterns that make up our world and the intricate and
beautiful ways they are constructed and realised.
Numeracy is the means of making that knowledge useful.
The subject transcends cultural boundaries and its importance is universally recognised.
Mathematics helps us to understand and change the world.
The mathematics department at Oasis Academy: MediaCityUK aim to ensure all students receive
a curriculum that both stretches and engages their learning. We wish to instil an enthusiasm for
mathematics to show students how relevant the subject is to their everyday life.
Key stage 3 overview
Students follow the National Curriculum at Key Stage 3 and cover a range of topics across the four
attainment areas, (Number, Algebra, Shape & Space and Handling Data). Students will build on
skills previously learnt in Year 6 and develop their understanding further into more complex areas.
Our scheme of work is designed to ensure all students develop the key mathematical skills and
knowledge required for them to make outstanding progress. There is also a particular emphasis on
using and applying their mathematical knowledge in a variety of contexts.
Key stage 4 overview
All students study the Edexcel linear Specification GCSE award in mathematics. We use the linear
GCSE scheme as this provides the students with a holistic approach enabling the development of
cross subject knowledge required for further mathematical development. Students will either follow
the Foundation or Higher GCSE syllabus throughout Years 9, 10, and 11 depending on their
ability. The department regularly monitors the progress students are making and will advise
students individually on which examination tier of entry is most suitable for them.
Within the new GCSE curriculum there is a particular emphasis on the ability to solve complex
mathematical problems in context. This is developed within lessons through the use of group work
and students are encouraged to work with a variety of different students in order to learn various
strategies from each other. During the course we also encourage students to develop a facility
with mental and written calculations, the effective and efficient use of a calculator and appropriate
use of Information Technology.
Oasis Academy:MediaCityUK Curriculum 2014-15
Mathematics programme of study
Year 7
Term 1 Topics
Term 2 Topics
Term 3 Topics
Integers, Powers and Roots.
Sequences, Functions and Graphs:
Coordinates
Fractions, decimals and percentages
Sequences, Functions and Graphs.
Measure and mensuration
Mental calculations
Lines, Angles and Shapes
Calculating and checking
Written calculations
Construction and Loci
Geometrical reasoning
Transformations and coordinates
Probability
Statistical enquiry
Processing and Interpreting data
Ratio and Proportion
Equations, Formulae, Expressions
and Identities
Equations, Formulae, Expressions
and Identities
Area
Year 8
Term 1 Topics
Term 2 Topics
Term 3 Topics
Integers, Powers and Roots.
Sequences, Functions and Graphs:
Coordinates
Fractions, decimals and percentages
Sequences, Functions and Graphs.
Measure and mensuration
Mental calculations
Lines, Angles and Shapes
Calculating and checking
Written calculations
Construction and Loci
Geometrical reasoning
Transformations and coordinates
Probability
Statistical enquiry
Processing and Interpreting data
Ratio and Proportion
Equations, Formulae, Expressions
and Identities
Equations, Formulae, Expressions
and Identities
Area
Year 9 (Foundation)
Term 1 Topics
Term 2 Topics
Term 3 Topics
Integers and Place Value
Tables, Charts and Graphs, including
Pie Charts and Scatter Graphs.
Statistics and questionnaires.
Averages.
Fractions, Decimals and Percentages.
Angles, lines and Symmetry
Decimals. Indices, powers and roots
Factors, multiples and primes.
Polygons and Parallel Lines
Algebra: expanding and factorising
brackets, expressions, and
substitution into formulae.
Equations, inequalities, sequences
Year 9 (Higher)
Term 1 Topics
Term 2 Topics
Term 3 Topics
Calculations, checking and rounding
Averages and range
Polygons, angles and parallel lines
Indices, roots, reciprocals and hierarchy
of operations
Representing and interpreting data
Pythagoras’ Theorem and trigonometry
Scatter graphs
Graphs: the basics and real-life graphs
Fractions Percentages Ratio and
proportion
Quadratic, cubic and other graphs
Factors, multiples and primes
Standard form and surds
Perimeter, area and 3D forms
Algebra: the basics
Circles, cylinders, cones and
spheres
Setting up, rearranging and solving
equations
Accuracy and bounds
Sequences
Year 10 (Foundation)
Qualification: Edexcel GCSE Mathematics
Term 1 Topics
Term 2 Topics
Term 3 Topics
Integers
Charts and graphs
Properties of quadrilaterals and parallel
lines
Decimals
Symmetry, Similarity and Congruence
Coordinates
Types of number
Angles, lines and triangles
Introduction to algebra
Reading scales and converting units
Constructions
Collecting data
Patterns and sequences
Fractions
Pie charts
Fractions, decimals and percentages
Applications of percentages
Algebra using powers and brackets
Year 11 (Foundation)
Qualification: Edexcel GSCE Mathematics
Term 1 Topics
Term 2 Topics
Term 3 Topics
Ratio and proportion
Compound measures
Revision
Linear equations and inequalities
Timetables and distance-time graphs
Perimeter and area
Volume
3-D shapes
Probability
Real-life graphs
Formulae
Straight line graphs
Angles properties of polygons
Year 10 (Higher)
Qualification: Edexcel GCSE Mathematics
Term 1 Topics
Term 2 Topics
Term 3 Topics
Integers and decimals
Construction and loci
Formulae and linear equations
Coordinates
Types of number
Linear graphs
Fractions
Patterns and sequences
Simultaneous equations
Algebra
2-D and 3-D shapes
Probability
Shape and angles
Perimeter and area
Ratio and scale
Collecting data
Fractions, decimals and percentages
Averages and range
Displaying data
Pythagoras and trigonometry
Year 11 (Higher)
Qualification: Edexcel GSCE Mathematics
Term 1 Topics
Term 2 Topics
Term 3 Topics
Trial and Improvement
Index notation and surds
Revision
Surface area and volume
Circle theorems
Compound measures
Sine and cosine rules
Transformations
Vectors
Similarity and Congruence
Further graphs and functions
Year and
subject
Quadratic functions, equations and
graphs
Transformations of functions