Key Stage 3
Subject: Maths
Key Stage 3
Subject: Mathematics – Year 7 – Sets 1, 2, and 3
Aims of the subject:
We aim to develop the full potential of every pupil in Mathematics regardless of their starting point. We build our teaching of mathematics around developing enquiring minds for problem solving and building resilience. We hope that every pupil experiences success and enjoyment, whether it be equipping them with sufficient Mathematics skills for their day to day life or providing them with a firm foundation to pursue Mathematics beyond GCSE.
The Mathematics scheme of learning is divided into units of study consisting of interlinking skills and topics. For each unit of study, pupils will complete a ‘common end of unit task‘ which may be completed in class or as homework. This provides an indication of understanding and highlights any areas for intervention which will be actioned immediately. Throughout each unit of work, pupils will receive homework once a week that is set by their class teacher. Pupils sit formal assessments three times a year. These provide an opportunity for each pupil to demonstrate their mathematical ability and understanding in problem solving and recalling information studied in previous units of work.


What will I learn? 
What will I do? 
Term 1 
Unit 1 
 Identify sources of primary and secondary data.
 Choose a suitable sample size.
 Understand how to reduce bias in sampling and questionnaires.
 Identify a random sample.
 Use twoway tables.
 Interpret and draw dual bar charts and compound bar charts.
 Choose the most appropriate average for a set of data.
 Find the mode, median, mean and range for a set of data.
 Compare sets of data using averages and the range.
 Group discrete and continuous data.
 Draw and interpret grouped frequency diagrams.
 Interpret and draw line graphs.
 Recognise when a graph is misleading.
 Draw and interpret pie charts.
 Graph paper and draw scatter graphs.
 Describe the correlation between two sets of data.
 Draw a line of best fit and use it to estimate values.

Written homework tasks
End of Unit task 
Term 1 
Unit 2 
 Understand the difference between multiples, factors and primes.
 Find all the factor pairs of any whole number.
 Find the HCF and LCM of two numbers.
 Add, subtract, multiply and divide positive and negative numbers
 Use mental and written strategies for multiplication.
 Divide a 3digit integer by a single or 2digit integer.


· Use index notation for squares and square roots.
· Calculate with squares and square roots.
· Carry out calculations involving squares, cubes, square roots and cube roots.
· Use factorising to work out square roots and cube roots.
· Solve word problems using square roots and cube roots.
· Estimate answers to complex calculations.
· Carry out calculations involving brackets.

Written homework tasks
End of Unit task
End of Autumn Half Term Assessment – Units 12 
Term 1 
Unit 3 
 Simplify expressions by collecting like terms.
 Construct expressions using four operations.
 Substitute into formulae.
 Derive formulae from a description
 Expand expressions involving brackets.
 Substitute into expressions involving powers.
 Factorise an algebraic expression

Written homework tasks
End of Unit task

Term 1 
Unit 4 
 Compare and simplify fractions.
 Write one number as a fraction of another.
 Work out simple fractions of amounts.
 Write an improper fraction as a mixed number.
 Add and subtract fractions.
 Work with equivalent fractions, decimals and percentages.
 Use division to write a fraction as a decimal.
 Work out fractions of amounts.
 Divide an integer and a fraction by a fraction.
 Multiply a fraction by a fraction.
 Add and subtract mixed numbers.
 Enter time as a mixed number into a calculator.
 Multiply and divide a mixed number.

Written homework tasks
End of Unit task
Christmas Assessment – Units 14 
Term 2 
Unit 5 
 Work out unknown angles when two or more lines meet or cross at a point.
 Work out unknown angles involving parallel lines.
 Describe the line and rotational symmetry of triangles.
 Understand how to prove that a result is true.
 Use properties of a triangle to work out unknown angles.
 Use the properties of isosceles and equilateral triangles to solve problems.
 Describe the line and rotational symmetry of quadrilaterals.
 Describe the properties of quadrilaterals.
 Solve problems involving quadrilaterals.
 Work out the interior and exterior angles of a polygon

Written homework tasks
End of Unit task

Term 2 
Unit 6 
 Write decimals in ascending and descending order
 Round to decimal places
 Add and subtract decimals
 Multiply a decimal by an integer.
 Use place value to multiply decimals.
· Divide a decimal by a whole number. 
· Divide a number by a decimal. 
 Convert between fractions decimals and percentages.
 Compare different proportions using percentages.
 Convert between fractions decimals and percentages.
 Compare different proportions using percentages.

Written homework tasks
End of Unit task
February Half Term Assessment 
Term 2 
Unit 7 
 Write and solve simple equations.
 Solve problems using equations.
 Write and solve simple equations.
 Solve problems using equations.
 Write and solve equations with letters on both sides
 Solve equations that include x² and x^{3}
 Use trial and improvement to find solutions to 1 decimal place.

Written homework tasks
End of Unit task
Easter End of Term Assessment – Units 17 
Term 3 
Unit 8 
 Convert between metric and imperial units.
 Use metric units.
 Write a ratio in its simplest form.
 Simplify a ratio expressed in fractions or decimals.
 Share a quantity in 2 or more parts in a given ratio
 Understand the relationship between ratio and proportion
 Solve simple word problems involving ratio and direct proportion.
 Solve simple word problems involving ratio and inverse proportion.
 Solve problems involving ratio and proportion using the unitary method.
 Write ratios in the form 1 : n
 Solve best buy problems.

Written homework tasks
End of Unit task

Term 3 
Unit 8 
 Calculate the area of triangles.
 Calculate the area of parallelograms.
 Calculate the area of trapeziums.
 Calculate the perimeter of shapes made from rectangles and triangles.
 Calculate the area of shapes made from rectangles and triangles.
 Identify nets of different 3D shapes.
 Know the properties of 3D shapes.
 Calculate the surface area of a cube.
 Calculate the surface area of a cuboid.
· Calculate the volume of a cube.
· Calculate the volume of a cuboid.
· Convert between different units of volume: cm³, ml and litres.
 Convert between metric measures for area and volume

Written homework tasks
End of Unit task

Term 3 
Unit 9 
 Work out the terms of an arithmetic sequence using the termtoterm rule.
 Work out a given term in a simple arithmetic sequence.
 Work out and use expressions for the nth term in an arithmetic sequence
 Generate sequences and predict how they will continue.
 Recognise geometric sequences and work out the termtoterm rule.
 Use positive and negative coordinates.
 Work out the midpoint of a line segment.
 Draw straightline graphs.
 Recognise straightline graphs parallel to the axes.
 Recognise graphs of y = x and y = −x

Written homework tasks
End of Unit task
End of Year Assessment 
Note on Assessments : Pupils will sit formal assessments at Christmas and the end of the summer term. Half termly assessments will be ongoing.
Extracurricular opportunities :
Pupils are encouraged to join the STEM club and attend KS3 homework club for any adhoc support .
How you can support your child’s progress
 Practise mental maths skills i.e. addition, subtraction. Multiplication and division
 Seek real life opportunities to challenge your child’s mathematical knowledge, for example calculating best buys, calculating how many pots of paint to decorate a room etc.
 Encourage independence in repeated learning of unfamiliar topics and homework support via FROG.
Subject: Mathematics – Year 7 – Sets 4 and 5
Aims of the subject:
We aim to develop the full potential of every pupil in Mathematics regardless of their starting point. We build our teaching of mathematics around developing enquiring minds for problem solving and building resilience. We hope that every pupil experiences success and enjoyment, whether it be equipping them with sufficient Mathematics skills for their day to day life or providing them with a firm foundation to pursue Mathematics beyond GCSE.
The Mathematics scheme of learning is divided into units of study consisting of interlinking skills and topics. For each unit of study, pupils will complete a ‘common end of unit task‘ which may be completed in class or as homework. This provides an indication of understanding and highlights any areas for intervention which will be actioned immediately. Throughout each unit of work, pupils will receive homework once a week that is set by their class teacher. Pupils sit formal assessments three times a year. These provide an opportunity for each pupil to demonstrate their mathematical ability and understanding in problem solving and recalling information studied in previous units of work.


What will I learn? 
What will I do? 
Term 1 
Unit 1 
 Find the mode of a set of data, numerical and nonnumerical.
 Find the median of a set of data (odd and even number of values).
 Find the range of a set of data.
 Read and draw pictograms, bar charts and barline charts.
 Read and construct tally charts and frequency tables.
 Find the mode and range from a chart or table.
 Read and construct grouped tally charts and frequency tables.
 Read and construct grouped bar charts for discrete and continuous data.
 Find the modal class from a bar chart or frequency table.
 Calculate the mode, median, mean and range of a set of values.
 Compare two sets of data using an average and the range.
 Read and draw a line graph.
 Read and draw a dual bar chart.
 Read and draw a compound bar chart.
 Enter data into a spreadsheet program.
 Use a spreadsheet to calculate the mode, median, mean and range.
 Use a spreadsheet to draw bar charts, dual bar charts, compound
bar charts, grouped bar charts and line graphs.

Written homework tasks
End of Unit task 
Term 1 
Unit 2 
 Know and use the priority of operations and laws of arithmetic.
 Recall multiplication facts up to 10 × 10
 Multiply and divide by 10, 100, 1000
 Round whole numbers to the nearest 10, 100, 1000
 Check answers using estimation.
 Add and subtract whole numbers using written methods.
 Multiply whole numbers using a written method.
 Divide whole numbers using a written method.
 Check answers using inverse operations.
 Round decimals to the nearest whole number.
 Interpret a calculator display.
 Solve problems involving time and money using a calculator.
 Order positive and negative numbers.
 Add and subtract positive and negative numbers.
 Begin to multiply with negative numbers.
 Identifying and understanding factors, multiples and prime numbers.
 Recognise and use square numbers, square roots and triangle numbers.
· 
Written homework tasks
End of Unit task
End of Autumn Half Term Assessment – Units 12 
Term 1 
Unit 3 
 Find outputs of simple functions written in words and using symbols.
 Describe simple functions in words.
 Simplify simple algebraic expressions by collecting like terms.
 Use arithmetic operations with algebra.
 Use brackets with numbers and letters.
 Simplify more complicated expressions by collecting like terms.
 Write expressions from word descriptions using addition, subtraction and multiplication.
 Write expressions to represent function machines.
 Substitute positive integers into simple formulae written in words.
 Substitute integers into formulae written in letter symbols.
 Identify variables and use letter symbols.
 Write simple formulae using letter symbols.
 Identify formulae and functions.
 Identify the unknowns in a formula and a function.

Written homework tasks
End of Unit task

Term 1 
Unit 4 
 Measure and draw lines to the nearest millimetre.
 Write decimals in order of size.
 Round decimals to the nearest whole number and to one decimal place.
 Round decimals to make estimates and approximations of calculations.
 Compare measurements by converting them into the same units.
 Solve simple problems involving units of measurement in the context of length.
 Convert between metric units of length, mass and capacity.
 Read scales on a range of measuring equipment.
 Interpret the display of a calculator in different contexts.
 Interpret metric measures displayed on a calculator.
 Plot and read coordinates in all four quadrants.
 Multiply decimals mentally.
 Check a result by considering whether it is of the right order of magnitude.
 Understand where to position the decimal point by considering equivalent calculations.
 Add and subtract decimals.
 Multiply and divide decimals by singledigit whole numbers.
 Work out the perimeters of shapes.
 Solve perimeter problems.
 Find areas by counting squares.
 Calculate the areas of squares and rectangles.
 Calculate the areas of shapes made from rectangles.
 Solve problems involving area.
 Choose suitable units to estimate length and area.
 Use units of measurement to solve problems.
 Use metric and imperial units.

Written homework tasks
End of Unit task
Christmas Assessment – Units 14 
Term 2 
Unit 5 
 Use fraction notation to describe parts of a shape.
 Compare simple fractions.
 Use a diagram to compare two or more simple fractions.
 Change an improper fraction to a mixed number.
 Identify equivalent fractions.
 Simplify fractions by cancelling common factors.
 Add and subtract simple fractions.
 Calculate simple fractions of quantities.
 Work with equivalent fractions and decimals.
 Write one number as a fraction of another.
 Understand percentage as ‘the number of parts per 100’.
 Convert a percentage to a number of hundredths or tenths.
 Work with equivalent percentages, fractions and decimals.
 Use different strategies to calculate with percentages.
 Express one number as a percentage of another.

Written homework tasks
End of Unit task

Term 2 
Unit 6 
 .Use the language of probability.
 Use a probability scale with words.
 Understand the probability scale from 0 to 1.
 List and count outcomes.
 Calculate probability based on equally likely outcomes.
 Compare probabilities.
 Calculate probability of A or B happening by counting outcomes.
 Calculate the probability of an event not happening.
 Record data from a simple experiment.
 Estimate probability based on experimental data.
 Make conclusions based on the results of an experiment.
 Use probability to estimate the number of expected wins in a game.
 Apply probabilities from experimental data in simple situations.

Written homework tasks
End of Unit task
February Half Term Assessment 
Term 2 
Unit 7 
 .Use direct proportion in simple contexts.
 Solve simple problems involving direct proportion.
 Use the unitary method to solve simple word problems involving direct proportion.
 Use ratio notation.
 Reduce a ratio to its simplest form.
 Reduce a threepart ratio to its simplest form by cancelling.
 Divide a quantity into two parts in a ratio given in words.
 Divide a quantity into two parts in a given ratio.
 Solve word problems involving ratio.
 Use ratios and measures.
 Use fractions to describe and compare proportions.
 Understand and use the relationship between ratio and proportion.
 Use percentages to describe proportions.
 Use percentages to compare simple proportions.
 Understand and use the relationship between ratio and proportion.

Written homework tasks
End of Unit task
Easter End of Term Assessment – Units 17 
Term 3 
Unit 8 
 Describe and label lines, angles and triangles.
 Identify angle, side and symmetry properties of triangles.
 Use a protractor to measure and draw angles.
 Estimate the size of angles.
 Solve problems involving angles.
 Use a ruler and protractor to draw triangles accurately.
 Solve problems involving angles and triangles.
 Use the rule for angles on a straight line, angles around a point and vertically opposite angles.
 Solve problems involving angles.
 Use the rule for the sum of angles in a triangle.
 Calculate interior and exterior angles.
 Solve angle problems involving triangles.
 Identify and name types of quadrilaterals.
 Use the rule for the sum of angles in a quadrilateral.
 Solve angle problems involving quadrilaterals.

Written homework tasks
End of Unit task

Term 3 
Unit 9 
 Revisit sequences including termtoterm rules.
 Develop the use of mathematical language to describe sequences.
 Demonstrate how sequences can be used as a mathematical model to describe patterns.
 Generate sequences from practical sequences, describing how patterns grow.
 Continue sequences arising from practical contexts and use them to answer questions.
 Read, generate and plot coordinates.
 Recognise geometric shapes drawn on coordinate grids and find coordinates of points using geometric information.
 Find and calculate the midpoints of a line segment.
 Continue and describe special sequences.
 Generate sequences using more complex (twostep) termtoterm rules.
 Continue sequences arising from practical contexts.
 Begin to identify and use positiontoterm rules.
 Recognise an arithmetic sequence and find the starting number and common difference.
 Recognise, name and plot straight line graphs parallel to the x or yaxis.
 Generate coordinates that satisfy a simple linear rule and plot the graph in the first quadrant.
 Read values from a graph.
 Recognise, name and plot the graphs of y = x and y = –x.
 Identify and use positiontoterm rules.
 Write the nth term of a sequence using algebra.
 Recognise the relationships between termtoterm rules, positiontoterm rules and nth terms.

Written homework tasks
End of Unit task

Term 3 
Unit 10 
 Identify congruent shapes.
 Use the language of enlargement.
 Enlarge shapes using given scale factors.
 Work out the scale factor given an object and its image.
 Recognise line and rotational symmetry in 2D shapes.
 Identify all the symmetries of 2D shapes.
 Identify reflection symmetry in 3D shapes.
 Recognise and carry out reflections in a mirror line.
 Reflect a shape on a coordinate grid.
 Describe a reflection on a coordinate grid.
 Describe and carry out rotations on a coordinate grid.
 Translate 2D shapes.
 Combine transformations.

Written homework tasks
End of Unit task
End of Year Assessment 
Note on Assessments : Pupils will sit formal assessments at Christmas and the end of the summer term. Half termly assessments will be ongoing.
Extracurricular opportunities :
Pupils are encouraged to join the STEM club and attend KS3 homework club for any adhoc support
How you can support your child’s progress
 Practise mental maths skills i.e. addition, subtraction. Multiplication and division
 Seek real life opportunities to challenge your child’s mathematical knowledge, for example calculating best buys, calculating how many pots of paint to decorate a room etc.
 Encourage independence in repeated learning of unfamiliar topics and homework support via FROG.
Subject: Mathematics – Year 8 – Sets 1, 2, and 3
Aims of the subject:
We aim to develop the full potential of every pupil in Mathematics regardless of their starting point. We build our teaching of mathematics around developing enquiring minds for problem solving and building resilience. We hope that every pupil experiences success and enjoyment, whether it be equipping them with sufficient Mathematics skills for their day to day life or providing them with a firm foundation to pursue Mathematics beyond GCSE.
The Mathematics scheme of learning is divided into units of study consisting of interlinking skills and topics. For each unit of study, pupils will complete a ‘common end of unit task‘ which may be completed in class or as homework. This provides an indication of understanding and highlights any areas for intervention which will be actioned immediately. Throughout each unit of work, pupils will receive homework once a week that is set by their class teacher. Pupils sit formal assessments three times a year. These provide an opportunity for each pupil to demonstrate their mathematical ability and understanding in problem solving and recalling information studied in previous units of work.


What will I learn? 
What will I do? 
Term 1 
Unit 1 
 Write the prime factor decomposition of a number.
 Use prime factor decomposition to find the HCF or LCM or two numbers.
 Write the prime factor decomposition of a number.
 Use prime factor decomposition to find the HCF or LCM or two numbers.
 Use and understand powers of 10.
 Use and understand powers of 10.
 Use the prefixes associated with powers of 10.
· Understand the effect of multiplying and dividing by any integer power of 10.
 Calculate with powers.
 Round to a number of significant figures.
· 
Written homework tasks
End of Unit task 
Term 1 
Unit 2 
 Simplify expressions involving powers and brackets.
 Understand the meaning of an identity.
 Use the index laws in algebraic calculations and expressions.
 Simplify expressions with powers.
 Write and simplify expressions involving brackets and powers.
 Factorise an algebraic expression.
 Substitute integers into expressions.
 Construct and solve equations.
· 
Written homework tasks
End of Unit task
End of Autumn Half Term Assessment Units 12 
Term 1 
Unit 3 
 Use 2D representations of 3D solids.
· Sketch nets of 3D solids. 
· Calculate the surface area of prisms. 
 Calculate the volume of right prisms.
 Name the different parts of a circle.
 Calculate the circumference.
 Calculate the radius or diameter when you know the circumference.
 Calculate the area of a circle.
 Calculate the radius or diameter when you know the area.
 Calculate the volume and surface area of a cylinder.
 Use Pythagoras’ theorem in rightangled triangles.

Written homework tasks
End of Unit task

Term 1 
Unit 4 
· Recognise when values are in direct proportion. 
· Plot graphs and read values to solve problems. 
 Interpret graphs from different sources.
 Understand financial graphs.
 Draw and interpret distance–time graphs.
 Use distance–time graphs to solve problems.
 Interpret graphs that are curved.
 Interpret reallife graphs.
 Understand when graphs are misleading.

Written homework tasks
End of Unit task
Christmas Assessment
Units 14 
Term 2 
Unit 5 
 Describe and carry out translations.
 Describe and carry out reflections.
 Describe and carry out rotations
 Enlarge a shape.
 Describe an enlargement.
 Enlarge a shape using negative scale factors.
 Enlarge a shape using fractional scale factors.
 Transform 2D shapes using a combination of reflection, rotation, enlargement and translation
 Identify planes of reflection symmetry in 3D solids.
 Find the perimeter and area of 2D shapes after enlargement.
 Find the volume of 3D solids after enlargements.

Written homework tasks
End of Unit task

Term 2 
Unit 6 
 Recognise fractional equivalents to important recurring decimals
 Recognise which denominators of simple fractions produce recurring decimals
 Change a recurring decimal into a fraction.
 Calculate percentages
 Work out an original quantity before a percentage increase or decrease
 Calculate the effect of repeated percentage changes.

Written homework tasks
End of Unit task

Term 2 
Unit 7 
 Draw triangles accurately using a ruler and protractor.
 Draw diagrams to scale.
 Draw accurate nets of 3D solids.
 Construct triangles using a ruler and compasses.
 Construct nets of 3D solids using a ruler and compasses.
 Bisect a line using a ruler and compasses.
 Construct perpendicular lines using a ruler and compasses.
 Bisect angles using a ruler and compasses.
 Draw accurate diagrams to solve problems.
 Draw a locus.
 Use loci to solve problems.

Written homework tasks
End of Unit task
Easter End of Term Assessment – Units 17 
Term 3 
Unit 8 
 Calculate and compare probabilities.
 Decide if a game is fair.
 Identify mutually exclusive outcomes and events.
 Find the probabilities of mutually exclusive outcomes and events.
 Find the probability of an event not happening.
 Calculate the relative frequency of a value.
 Use relative frequency to make estimates.
 Use relative frequency to estimate the probability of an event.
 Use estimated probability to calculate expected frequencies.
 Carry out a probability experiment.
 Estimate probability using data from an experiment.
 Work out the expected results when an experiment is repeated.
 List all the possible outcomes of one or two events in sample space diagrams or Venn diagrams.
 Calculate probabilities of repeated events.
 Use tree diagrams to find the probabilities of two or more events.

Written homework tasks
End of Unit task

Term 3 
Unit 9 
 Use scales in maps and plans.
 Use and interpret maps.
 Use scales in maps and plans.
 Use and interpret maps.
 Draw diagrams to scale.
 Use and interpret scale drawings.
 Identify congruent and similar shapes.
 Use congruence to solve problems in triangles and quadrilaterals.
 Use similarity to solve problems in 2D shapes.

Written homework tasks
End of Unit task

Term 3 
Unit 10 
 Plot straightline graphs.
 Find the y–intercept of a straightline graph.
 Find the gradient of a straightline graph.
 Plot graphs using the gradient and yintercept.
 Use y = mx + c
 Find the equation of a straightline graph.
 Identify parallel and perpendicular lines
 Find the inverse of a linear function.
 Plot and use nonlinear graphs.

Written homework tasks
End of Unit task
End of Year Assessment 
Note on Assessments : Pupils will sit formal assessments at Christmas and the end of the summer term. Half termly assessments will be ongoing.
Extracurricular opportunities : Pupils are encouraged to join the STEM club and attend KS3 homework club for any adhoc support.
How you can support your child’s progress
 Practise mental maths skills i.e. addition, subtraction. Multiplication and division
 Seek real life opportunities to challenge your child’s mathematical knowledge, for example calculating best buys, calculating how many pots of paint to decorate a room etc.
 Encourage independence in repeated learning of unfamiliar topics and homework support via FROG.
Subject: Mathematics – Year 8 – Sets 4, and 5
Aims of the subject:
We aim to develop the full potential of every pupil in Mathematics regardless of their starting point. We build our teaching of mathematics around developing enquiring minds for problem solving and building resilience. We hope that every pupil experiences success and enjoyment, whether it be equipping them with sufficient Mathematics skills for their day to day life or providing them with a firm foundation to pursue Mathematics beyond GCSE.
The Mathematics scheme of learning is divided into units of study consisting of interlinking skills and topics. For each unit of study, pupils will complete a ‘common end of unit task‘ which may be completed in class or as homework. This provides an indication of understanding and highlights any areas for intervention which will be actioned immediately. Throughout each unit of work, pupils will receive homework once a week that is set by their class teacher. Pupils sit formal assessments three times a year. These provide an opportunity for each pupil to demonstrate their mathematical ability and understanding in problem solving and recalling information studied in previous units of work.


What will I learn? 
What will I do? 
Term 1 
Unit 1 
 Use written methods to add and subtract with decimals.
 Calculate mentally.
 Calculate with money.
 Estimate answers to calculations.
 Add, subtract, multiply and divide positive and negative numbers
 Calculate using squares, square roots, cubes and cube roots.
 Use index notation for powers of numbers.
 Estimate the square root of a number.
 Use mental methods to calculate combinations of powers roots and brackets.
 Use a calculator to check answers.
 Substitute numbers into formulas involving power, roots and brackets.
 Substitute into algebraic expressions involving powers.
 Write expressions and formulae.
 Change the subject of a formula.
 Simplify expressions involving brackets, use rules for indices and factorise expressions.
 Multiply out double brackets and collect like terms.
 Use index notation.
 Write a number as a product of its prime factors.
 Use prime factor decomposition to find the HCF and LCM.
· 
Written homework tasks
End of Unit task 
Term 1 
Unit 2 
 Derive and use the formula for the area of a triangle.
 Find areas of compound shapes.
 Calculate areas of parallelograms and trapezia.
 Calculate the volume of cubes and cuboids
 Sketch nets of 3D solids
 Calculate the surface area of cubes and cuboids
 Calculate the volume of cubes and cuboids.
 Calculate the surface area of cubes and cuboids.

Written homework tasks
End of Unit task
End of Autumn Half Term Assessment Units 12 
Term 1 
Unit 4 
 Understand and simplify algebraic powers.
 Substitute values into formulas involving powers.
 Understand and simplify algebraic powers.
 Substitute values into formulas involving powers.
 Substitute into algebraic expressions involving powers.
 Write expressions and formulae.
 Change the subject of a formula.
 Simplify expressions involving brackets, use rules for indices and factorise expressions.
 Multiply out double brackets and collect like terms.
 Factorise expressions
 Find the inverse of a function.
 Solve simple equations using function machines.
 Solve real life problems using equations.
 Solve equations using the balancing method.
 Solve equations with the unknown number on both sides.
.

Written homework tasks
End of Unit task

Term 1 
Unit 5 
 Reading values from conversion graphs.
 Plotting conversion graphs from a table of data.
 Interpreting distancetime graphs.
 Plotting distancetime graphs from descriptive text.
 Using distancetime graphs to solve problems.
 Plotting line graphs from tables of data.
 Interpreting line graphs.
 Reading values from reallife graphs.
 Describing trends and making predictions based on information presented graphically.
 Working out percentages.
 Draw, use and interpret conversion graphs.
 Draw, use and interpret distancetime graphs.
 Draw and interpret line graphs.
 Draw, use and interpret reallife graphs.
 Discuss and interpret linear and nonlinear graphs.

Written homework tasks
End of Unit task
Christmas Assessment
Units 15
Please note – For Unit 3 the extra content added requires that it is placed after the percentages teaching in Unit 10.

Term 2 
Unit 6 
 Rounding whole numbers and decimals.
 Writing large numbers as a decimal number of millions.
 Ordering positive and negative decimals.
 Using the symbols > and < between two negative decimals.
 Multiplying larger numbers.
 Multiplying decimals with up to two decimal places.
 Multiplying any number by 0.1 and 0.01.
 Adding and subtracting decimals of any size.
 Multiplying and dividing by decimals.
 Dividing by 0.1 and 0.01.
 Using ratios involving decimals.
 Solving proportion problems involving decimals.
 Solving engineering problems using ratio and proportion.
 Using unit ratios.

Written homework tasks
End of Unit task

Term 2 
Unit 7 
 Matching quadrilaterals to their descriptions.
 Using known facts about quadrilaterals to solve problems.

. 
 Using alternate angles to find unknown angles.
 Using reasoning to complete mathematical proofs.
 Solving geometrical problems using side and angle properties of triangles and quadrilaterals.
 Identifying corresponding angles.
 Solving problems using properties of angles in parallel and intersecting lines.
 Calculating the sum of the interior and exterior angles of a polygon.
 Calculating the interior and exterior angles of a polygon.
 Finding unknown angles by forming and solving equations.
 Solving geometrical problems showing reasoning.

Written homework tasks
End of Unit task
End of Half Term Assessment – Units 17 
Term 2 
Unit 8 
· Adding and subtracting fractions with any size denominator
 Multiply integers and fractions by a fraction
 Use appropriate methods for multiplying fractions.
 Convert fractions to decimals.
 Write one amount as a fraction of another.
 Find the reciprocal of a number.
 Divide integers and fractions by a fraction.
 Use strategies for dividing fractions.
· Use the four operations with mixed numbers 
Written homework tasks
End of Unit task
Easter Term Assessment – Units 18 
Term 3 
Unit 9 
 Recognising when values are in direct proportion.
 Plotting graphs and reading values to solve problems.
 Plot a straightline graph and work out its gradient.
 Plot the graphs of linear functions.
 Find midpoints of line segments.
 Write the equations of straight line graphs in the form y = mx + c
 Identify and describe practical examples of direct proportion.
 Solve problems involving direct proportion with or without a graph.

Written homework tasks
End of Unit task

Term 3 
Unit 10 
 Recall equivalent fractions and decimals.
 Recognise recurring and terminating decimals.
 Order fractions by converting them to decimals or equivalent fractions.
 Recall equivalent fractions, decimals and percentages.
 Use different methods to find equivalent fractions, decimals and percentages.
 Use the equivalence of fractions, decimals and percentages to compare proportions.
 Working out one number as a percentage of another.
 Working out percentage increase and decrease.
 Use a multiplier to calculate percentage increase and decrease.
 Use the unitary method to solve percentage problems.
 Use strategies for calculating fractions and decimals of a given number.
 Use mental strategies of conversion and equivalence of fractions, decimals and percentages to solve word problems mentally.

Written homework tasks
End of Unit task

Term 3 
Unit 3 
 Identify sources of primary and secondary data.
 Choose a suitable sample size and what data to collect.
 Identify factors that may affect data collection and plan to reduce bias.
 Design a good questionnaire.
 Design and use data collection sheets and tables.
 Interpret simple pie charts.
 Calculate angles and draw pie charts.
 Drawing and interpreting twoway tables.
 Calculating the mean from a simple frequency table.
 Tallying data into a grouped frequency table, designing a grouped frequency table, using a ≤ x < b notation, finding modal class and estimating range.
 Drawing and interpreting stem and leaf diagrams with different stem values.
 Finding mode, median and range from stem and leaf diagrams, and comparing them for different data sets.
 Compare data using averages and range, including mean calculated from frequency table.
 Compare data using the shape of a line graph or pie chart.
 Draw line graphs to compare sets of data.
 Decide on the most appropriate average to use.
 Draw scatter graphs.
 Describe types of correlation.
 Draw a line of best fit by eye on a scatter graph.
 Identify graphs and charts that are misleading because of the scales used and missing axis labels, mainly in financial contexts

Written homework tasks
End of Unit task
End of Year Assessment

Note on Assessments : Pupils will sit formal assessments at Christmas and the end of the summer term. Half termly assessments will be ongoing.
Extracurricular opportunities : Pupils are encouraged to join the STEM club and attend KS3 homework club for any adhoc support.
How you can support your child’s progress
 Practise mental maths skills i.e. addition, subtraction. Multiplication and division
 Seek real life opportunities to challenge your child’s mathematical knowledge, for example calculating best buys, calculating how many pots of paint to decorate a room etc.
 Encourage independence in repeated learning of unfamiliar topics and homework support via FROG.