In order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a handout which gives clear explanations of: Perpendicular bisector of a line segment/ Midpoint of a line Constructing the perpendicular from a point ON a line Constructing the perpendicular from a point TO a line/Constructing a 90° angle Bisecting an angle Constructing triangles given SAS/ ASA/ SSS LOCI Bearings If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities/ ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line / Triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

In order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a handout which gives clear explanations of: Cube and cuboids triangular prisms cones pyramids spheres hemispheres If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities/ ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line / Triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRANSFORMATIONS Translation, Reflection, Rotation, Enlargement, Vectors TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

In order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a handout which gives clear explanations of: Expanding single and double brackets Factorising single and double brackets Simultaneous Equations If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities/ ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line / Triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRANSFORMATIONS Translation, Reflection, Rotation, Enlargement, Vectors TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

There are powerpoints with objectives, explanations as well as examples with answers Furthermore, in order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a handout which gives clear explanations of: Place Value Positive and Negative Numbers BIDMAS Prime Numbers Prime Factors Tree Factors LCM and HCF If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line / Triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest /Depreciation PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRANSFORMATIONS Translation, Reflection, Rotation, Enlargement, Vectors TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

There are powerpoints with warmers, objectives, explanations as well as exercises with answers Furthermore, in order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a handout which gives clear explanations of: Simplifying Algebra Changing the subject of the formulae Equations and Inequalities. If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line and in a triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRANSFORMATIONS Translation, Reflection, Rotation, Enlargement, Vectors TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

In order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a 5 page handout which gives clear explanations of: Rounding to the nearest 10,100, 1000 decimal places significant figures Rounding and Bounding If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities/ ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line / Triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRANSFORMATIONS Translation, Reflection, Rotation, Enlargement, Vectors TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

In order to aid students with their GCSE maths course, I have prepared handouts which given clear explanations with worked examples This is a handout which gives clear explanations of: Ratio Proportion If you would like to look at the way the handouts are layout out please see other handouts (Best Buy, Direct proportion, Exchange rates, Sequences, quadratic graphs) I have made handouts on the following topics: ALGEBRA 1- Simplifying Algebra/Changing the subject of the formulae/ Equations and Inequalities/ ALGEBRA 2 -Expanding single and double brackets/Factorising/Simultaneous Equations ANGLES AND REASONING- Angles around a point/ on a line / Triangle, Parallel Line/ angles and polygons COMPOUND MEASURES- speed, distance and time / pressure, force and area CONSTRUCTIONS-Perpendicular bisector / Midpoint /Constructing triangles / LOCI/ Bearings ROUNDING- Rounding to the nearest 10,100, 1000, decimal places / significant figures /Rounding and Bounding FRACTIONS simplifying/ adding, subtracting, dividing and multiplying fractions Shapes- Triangle Properties, Quadrilateral Properties, Congruent Shapes, Tessellations, and 3D Shapes (including faces, vertices and edges). AREA AND PERIMETER-Rectangles, Triangles, parallelograms, trapeziums and circles (including calculating angle and length of arc) VOLUME- Cube and cuboids/triangular prisms/ cones/pyramids/spheres/hemispheres INDICES, ROOTS AND STANDARD FORM- including addition, subtraction, multiplication and division in standard form. LINEAR GRAPHS plotting coordinates/plotting graphs/y = mx + c/calculating the gradient/calculating the equation of a line/ real life graphs PERCENTAGES-percentage of an amount/ Reverse percentages/ Percentage Change/ Simple and Compound Interest /Depreciation PROBABILITY -Mutually Exclusive Events and Exhaustive events, Calculating probability, Combined Events, Tree Diagrams Venn Diagrams, Space Diagrams RATIO AND PROPORTION- Simplifying ratios/Finding the value of parts /Working with proportion SAMPLING-primary and secondary data, discrete and continuous data, Qualitative and Quantitative Data, Random sampling, Bias Data, capture sheets and writing questionnaires PRESENTING DATA - Pie Charts/ frequency polygons/ Two way tables/ Scatter Graphs STATISTICS- Mean Mode and Median, Frequency tables, Stem and Leaf TRANSFORMATIONS Translation, Reflection, Rotation, Enlargement, Vectors TRIGONOMETRY-Pythagoras’ Theorem/Trigonometric ratios- Calculating the length of a side/Trigonometric ratios- Finding the angle

This is a booklet that I created regarding the Level 2 Edexcel exam. Withing the 50 page booklet there are explanations and worked examples. the list of contents is given below

This is a booklet that I created regarding the Level 1 Edexcel exam. Withing the 45 page booklet there are explanations and worked examples. the list of contents is given below Contents Addition, Subtraction, Multiplication and Division Checking Your Answers Fractions Percentages Flow diagrams Money wages, profit and loss, instalments Best Buys Length, Weight and Volume Perimeter and Area including compound shapes Scale Diagrams Time Dates, adding and subtracting time, time diagrams, time plans Interpreting Data Tables, Two Way Tables, Tally Charts, Bar Charts, Line graphs, Pie Charts Data Collection Sheet Illustrating Data Mean Ratios Proportion Probability/Likelihood Temperature Angles Symmetry Speed

This 70 page booklets contains previous exam questions by subject area. The list of contents is given below: Contents Reading Scales Negative Numbers Addition /Subtraction / Multiplication / Division BIDMAS and Stage Machines Inequalities Roots and Powers Factors, multiples, primes HCF, LCM & Product of Primes Fractions Percentages Ordering Decimals Decimal Places Standard Form Estimation Best Buys Exchange Rates Sequences Charts ,Graphs and Tables -Pictograms, Bar Charts, Tally Charts, Pie Charts, Two Way Tables, Scatter Graphs Mean, Median, Mode & Range Stem & Leaf Diagrams Cumulative frequency Conversion Graphs Average Speed AND Distance/Time Graphs Co-ordinates Straight Line Graphs Transformations Ratio and Proportion Circles Perimeter and Area (including Compounding Shapes 3D Shapes Surface Area Volume Pythagoras Theorem Algebra: Substitution, Collecting Like Terms, Solving Equations, Indices Algebra-Simultaneous Equations Algebra-Expanding and Factorising Angles Plans and Elevations Probability and Tree Diagrams Venn Diagrams

This 100 page booklet contains all areas of the Foundation GCSE exam. It contains explanations and worked examples Contents Fractions Negative Numbers BIDMAS Prime Numbers LCM and HCF Rounding, Decimal Places, Significant Figures, Approximation and Estimation, Bounding Changing the Subject of the Formulae Exchange Rates Best Deals Percentages Indices and Roots Standard Form Compound Measures- S/D/T M/D/V F/P/A Ratio and Proportion Direct Proportion Sequences Collecting Market Research Statistical Diagrams Pie Charts Scatter Graphs Mean, Mode, Median, and Range Stem and Leaf Diagrams Frequency Tables Graphs -Straight Line Graphs y = mx + c Modelling Real Situations Quadratic, Cubic, Reciprocal and Linear Graphs Area and Perimeter- Rectangles, Triangles, Trapeziums and Compound Shapes Circles Angles Polygons- Interior and Exterior Angles 3-Dimensional Shapes Volume and Surface Area- Cube and Cuboids, Prisms, Cones, Spheres, Hemispheres, Pyramids and Composite Shapes Bearings Scales Plans and Elevations Constructing Triangles Constructions and Loci Pythagoras’ Theorem and Trigonometric Ratios Transformation- Translation, Reflection, Enlargement and Rotation Vectors Probability Probability-Combined Events- Tree Diagrams, Venn Diagrams and Notation Simplifying Algebra Single Brackets- Expand and Factorise Linear Equations Solving Inequalities Simultaneous Equations and Solving Simultaneous Equations using Graphs Quadratic Equations -Double Brackets- Expanding and Factorising, Solving Quadratic Equations using Graphs