I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

Book 1 = Integers I have created a series of 17 workbooklets to be used with low ability KS3 students. They can be purchased individually, or all 17 (plus 2 x trackers) can be purchased as a bundle. Excellent for interventions.

A series of 17 workbooklets to be used with low ability KS3 students. Excellent for interventions. Student tracker and teacher tracker included. Workbooklets can be bought seperately.

Learning Objectives:-­‐ • Describe the probability of an event occurring using probability words • Use a probability scale • Theoretical Probability and Mutually exclusive events • Relative frequency • Enumerate sets and combinations of sets systematically, using tables and grids • Record, describe and analyse the frequency of outcomes of probability experiments using tables and frequency tress (probabilities as fractions, decimals or percentages) • Enumerate sets and combinations of sets systematically, using Venn Diagrams

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

Learning Objectives:- Apply statistics to describe a population Infer properties of populations or distributions from a sample, whilst knowing the limitations of sampling Use measures of central tendency and measures of spread to interpret, analyse and compare the distributions of data sets

Learning Objectives:- Construct and interpret histograms with equal class widths (for grouped discrete as well as continuous data) Construct and interpret histograms with unequal class widths (for grouped discrete as well as continuous data)

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

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:-­‐ Construct and interpret cumulative frequency diagrams (for grouped discrete as well as continuous data) Interpret and construct box plots Use measures of central tendency and measures of spread to interpret, analyse and compare the distributions of data sets

Learning Objectives:- Simplify expressions involving sums, products and powers, including using index laws Calculate with negative and fractional indices

Learning Objectives:- Be able to name and draw horizontal and vertical equations Be able to draw an equation onto axis using the table method Identify and interpret gradients and intercepts of linear functions, both algebraically and graphically.

Learning Objectives:- Simplify algebraic expressions by collecting like terms (adding and subtracting) Expanding brackets Take out common factors to factorise Factorising and expanding quadratics

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:- • 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