Wednesday, January 18, 2017


A- A A+


Department: Mathematics  
Year7 Year 8 Year 9 Year 10 Year 11

Number and Calculation:

  • Consolidate the rapid recall of number facts, including positive integer compliments to 100, multiplication facts to 10 x 10 and associated division facts.
  • Interpret decimal notation and place value; multiply and divide whole numbers and decimals by 10, 100 or 1000.
  • Order decimal including measurements, changing these to the same units.
  • Round whole numbers to the nearest 10, 100 or 1000 and decimals including measurements to the nearest whole number or 1 decimal place.
  • Use known facts and place value to multiply and divide two-digit numbers by a single digit number, e.g. 45 x 6, 96 ÷ 6.
  • Know and apply tests of divisibility by 2, 3, 5, 6, 8, 9, 10 and 100.
  • Use known facts, place value to multiply simple decimals by one-digit numbers e.g. 0.8 x 6.
  • Recognise the equivalence of simple fractions, decimals and percentages.
  • Simplify fractions by cancelling common factors and identify equivalent fractions; change an improper fraction to a mixed number, and vice versa. Convert terminating decimals to fractions e.g. 0.23 = 23 ÷100
  • Compare two fractions b convert the fractions to decimals, e.g. and
  • Recognise negative numbers as positions on a number line, and order, add and subtract positive and negative numbers in context.

Algebra and Geometry:

  • Choose suitable units of measurement to estimate, measure, calculate and solve problems in everyday contexts.
  • Use letters to represent unknown numbers or variables; know the meanings of the words term, expression and equation.
  • Know that algebraic operations follow the same order as arithmetic operations.
  • Construct simple algebraic expressions by using letters to represent numbers.
  • Simplify linear expressions e.g. collect like terms; multiply a constant over a bracket.
  • Generate terms of an integer sequence and find a term given its position in the sequence; find simple term-to-term rules.
  • Generate sequences from spatial patterns and describe the general term in simple cases.

Handling Data and Measure:

  • Identify, describe, visualise and draw 2D shapes in different orientations.
  • Use the notation and labelling conventions for points, lines, angles and shapes.
  • y using diagrams, or by using a calculator to Name and identify side, angle and symmetry properties of special quadrilaterals and triangles, and regular polygons with 5, 6 and 8 sides.
  • Estimate the size of acute, obtuse and reflex angles to the nearest 10 degrees.
  • Decide which date would be relevant to an inquiry and collect and organise the data.
  • Design and use a data collection sheet or questionnaire for a simple survey.
  • Use the language of probability to describe and interpret results involving likelihood and chance.
  • Understand and use the probability scale from 0 to 1.
  • Find probabilities based on equally likely outcomes in simple contexts.


Numbers and Calculation

  • Identify and use multiples, factors, common factors, LCM, HCF and prime numbers in a given problem
  • Fractions
  • Solving problems involving percentages
  • Understanding Integers



Algebra and Geometry

  • Construct tables of values and use four quadrants to plot the graph of linear functions
  • Draw simple nets of 3D objects
  • Identify all symmetries of 2D shapes
  • Constructions using a pair of compasses



Handling data and Measures

  • Finding  and list systematically all possible mutually exclusive outcomes
  • Data and interpret pie charts, simple line graphs for time series and stem and leaf diagrams..


  • Directed Numbers
  • Multiplying and dividing numbers by powers of ten
  • Standard form
  • Rounding numbers of decimals or significant figures
  • Fractions


  • Origins of Algebra
  • Algebraic representation and Manipulation; expressions, equations, formula and functions.
  • Deriving the expression of the nth Term
  • Laws of Indices


  • Drawing and Properties of 3D shapes

Handling Data


  • Vocabulary of numbers
  • Surds
  • Percentages
  • Standard from


  • Algebraic representation and Manipulation
  • Linear and simultaneous equations
  • Quadratic equations


  • Angle properties
  • Properties of circles
  • Pythagoras theorem
  • Similarity


  • Theoretical probability
  • Tree diagrams
  • Use of Venn Diagrams
  • Laws of probability
  • Experimental probability


  • Revision on the three trig ratios
  • Cosine rule
  • Sine rule
  • Area Rule
  • Application of Trigonometry

Vectors and Matrices

  • Examples and application


  • Venn diagrams,
  • Upper/lower bounds,
  • Ratio and proportion
  • Area under speed-time graph,
  • Gradients of curves (tangents).


  • Algebraic fractions,
  • Completing the square in quadratic equations and using the quadratic formula,
  • Linear inequalities (graphically),
  • Direct and inverse variation,


  • Similarity and congruence


  • Histograms, percentiles and Interquartile range.