Learning Objectives:- • Describe the parts of a circle, including tangent, arc, sector, segment, centre, radius, chord, diameter, circumference • Recall and use the formula for the area & circumference of a circle • Calculate arc lengths and the angles and areas of sectors of circles

Learning Objectives:- Know and use Pythagoras’ Theorem for right-angled triangles.

Learning Objectives:- How to generate a Vector, and Add and Subtract vectors Consider transformations rotation, reflection, translation and enlargement (including fractional scale factors)

Learning Objectives:- (a) Be able to use compound measures (b) Be able to describe what is shown in a distance time graph © Be able to draw a distance time graph

Learning Objectives:- Understand the relationships between operations e.g. inverse operations Estimate answers) Check calculations using approximation and estimation (including using technology

Learning Objectives:- o Add and subtract fractions including improper fractions and mixed numbers. o Multiply and Divide fractions

Learning Objectives:- a) To understand how to use fractions to find percentages b) Convert Fractions to Percentages c) Find a percentage of an amount d) Solve problems involving percentage increase and decrease e) Simple and Compound Interest

Learning Objectives:- Represent the solution of a linear inequality on a number line Work out an inequality from a number line Solving Inequalities

Learning Objectives:- • Recognising place value • Ordering whole numbers • Recall all positive integer complements to 100 • Understanding place value and round to a given power of 10 • Round to the nearest integer • Round to a given number of decimal places • Estimate answers to problems involving decimals • Round a number to one significant figure

Learning Objectives:- Change the subject of a formula Write simple formulae or expressions from a problem Substitute numerical values into formulae and expressions, including scientific formulae

Learning Objectives:- • Solve linear equations with one unknown on one side • Derive equations from geometric and other forms of problem • Solve two linear simultaneous equations in two variables algebraically

Learning Objectives:-­‐ Be able to categorise different types of data, including primary, secondary, discrete, continuous Interpret and construct charts and diagrams (including bar charts and pictograms) for categorical data Interpret and construct pie charts for categorical data Construct and interpret histograms with equal class widths (for grouped discrete as well as continuous data) Use graphical representations to interpret, analyse and compare the distributions of data sets from univariate distributions (discrete, continuous and grouped)

Learning Objectives:-­‐ Use and interpret scatter graphs Line of best fit Outliers

Learning Objectives:- Relate ratios to fractions and linear functions Divide a quantity in a given ratio Convert standard compound units in numerical and algebraic contexts

Workbooklet with exam questions and a guide book on how to “UNPACK” GCSE questions.

Workbooklet with exam questions and a guide book on how to “UNPACK” GCSE questions.

Workbooklet with exam questions and a guide book on how to “UNPACK” GCSE questions.

Workbooklet with exam questions and a guide book on how to “UNPACK” GCSE questions.

Workbooklet with exam questions and a guide book on how to “UNPACK” GCSE questions.

Workbooklet with exam questions and a guide book on how to “UNPACK” GCSE questions.