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Maths-support's Centre

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I am a Mathematics teacher, 22 years experience in KS3, IGCSE and IB Diploma, Studies, Standard Level and Higher Level. You will find many resources for different levels

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I am a Mathematics teacher, 22 years experience in KS3, IGCSE and IB Diploma, Studies, Standard Level and Higher Level. You will find many resources for different levels
Integration by substitution
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Integration by substitution

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PowerPoint presentation, 11 slides, Explaining how to integrate composite functions using the method of substitution. Based on the Analysis and Approaches IB Mathematics Higher l
Statistics – Basic concepts
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Statistics – Basic concepts

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Power Point presentation, 22 slides, Defining the statistical terminology for the students to understand and be familiar with the statistical concepts.
Circumference of a circle
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Circumference of a circle

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PowerPoint presentation, 19 slides explaining with an activity what is the formula to calculate the circumference of a circle, use examples to work out he circumference and perimeter of curved shapes.
Percentages, fractions and decimals
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Percentages, fractions and decimals

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Power Point presentation, 19 slides, Explaining with examples how to convert from percentages to fractions, percentages to decimals and viceversa; work out the percentage of an amount, increasing and decreasing by a percentage. For a preview of the power point copy the following link on your browser: https://drive.google.com/file/d/0B8z00qLZV7OlQXE1OVFhSnBhcGs/view?usp=sharing
Circle theorems
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Circle theorems

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Power Point presentation, 25 slides, Explaining with examples the following circle theorems: The angle in a semicircle, The chord of a circle, Radius-tangent, Tangents from an external point, The angle at the centre, Angles subtended by the same arc, Opposite angles in a cyclic quadrilateral. For a preview of the power point copy the following link on your browser: https://drive.google.com/file/d/0B8z00qLZV7OlZFc4blpDVGpuc3c/view?usp=sharing
Review Questions IGCSE (0607)
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Review Questions IGCSE (0607)

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Set of 10 worksheets 20 question each, along with the answers, to be used to revise with the student. All the sheets have past paper questions. Good resource for the students to revise most of the topics: Algebraic manipulation, Expanding brackets and factorising, Surds. Speed, distance and time, Gradient and equation of the straight line, Algebraic fractions, Area and perimeter of 2-D shapes, Polygons, Pythagoras' theorem Probablity - Tree diagrams Compound interest, Volume and surface area, Cylinder, cone and sphere, Percentages, Sequences, Standard form, Simultaneous equations, Rearranging formulae, Area of a sector and length of an arc. They are zipped in a file, so you will need a software to unzip it. For a preview of the homework sheets, copy the following link on your browser: https://drive.google.com/file/d/0B8z00qLZV7OlcDJZTDU1R2xmdGM/view?usp=sharing
Sets theory and Venn diagrams
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Sets theory and Venn diagrams

4 Resources
% Power point presentations on: Introduction to set theory The number sets Union and intersection of sets Shading regions in Venn diagrams Solving rpoblem using Venn diagrams
Transformations
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Transformations

5 Resources
Power point presentations on Transformations: - Reflection - Rotation - Enlargement - Stretch - Transformation of functions
Integration
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Integration

2 Resources
Power point presentations: Antiderivative and the definite integral Integration of f(x) = 1/x; f(x) = e^x and compositions with the linear function ax + b Integrating by substitution The fundamental theorem of calculus Area under the curve, Properties of definite integrals Integration - Area between two curves Integration - Volume of revolution Solving problems using definite integration Integration of sine and cosine
Differentiation
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Differentiation

7 Resources
16 Powerpoints presentation for the following topics: Limits and convergence Basic rules for derivative The equations of tangent and normal lines Basic rules of derivatives The derivative of e^x and the derivative of ln x The product rule The quotient rule The chain rule for composite functions The second derivative and higher order derivatives Rate of change Velocity and acceleration functions Relative and global extrema Concavity Sketching a graph Optimisation problems