WJEC – GCSE Revision Higher Mathematics – England
WJEC – GCSE Revision Higher Mathematics
| # | TITLE | TOPIC | ||||
|---|---|---|---|---|---|---|
| 1 | Highest common factor. | Multiples and factors |
+ INFO
|
Current lesson | ||
| 2 | Multiplying mixed numbers (mixed numerals) | Fractions |
+ INFO
|
|
To be done | |
| 3 | Dividing mixed numbers (mixed numerals) | Fractions |
+ INFO
|
|
To be done | |
| 4 | Multiplying indices when raising a power to a power | Indices |
+ INFO
|
|
To be done | |
| 5 | Multiplying indices when raising to more than one term | Indices |
+ INFO
|
|
To be done | |
| 6 | Negative Indices | Indices |
+ INFO
|
|
To be done | |
| 7 | Fractional indices | Indices |
+ INFO
|
|
To be done | |
| 8 | Complex fractions as indices | Indices |
+ INFO
|
|
To be done | |
| 9 | Calculating Percentages and Fractions of Quantities | Percentages |
+ INFO
|
|
To be done | |
| 10 | Introduction to percentages, including converting fract… | Percentages |
+ INFO
|
|
To be done | |
| 11 | Changing fractions and decimals to percentages using te… | Percentages |
+ INFO
|
|
To be done | |
| 12 | Changing percentages to fractions and decimals | Percentages |
+ INFO
|
|
To be done | |
| 13 | One quantity as a percentage of another | Percentages |
+ INFO
|
|
To be done | |
| 14 | Compound interest | Percentages |
+ INFO
|
|
To be done | |
| 15 | Significant figures | Approximation |
+ INFO
|
|
To be done | |
| 16 | Average speed | Speed |
+ INFO
|
|
To be done | |
| 17 | Scientific notation with larger numbers | Standard form |
+ INFO
|
|
To be done | |
| 18 | Scientific notation with small numbers | Standard form |
+ INFO
|
|
To be done | |
| 19 | Changing scientific notation to numerals | Standard form |
+ INFO
|
|
To be done | |
| 20 | Introducing surds | Surds |
+ INFO
|
|
To be done | |
| 21 | Some rules for the operations with surds | Surds |
+ INFO
|
|
To be done | |
| 22 | Simplifying surds | Surds |
+ INFO
|
|
To be done | |
| 23 | Expanding surds | Surds |
+ INFO
|
|
To be done | |
| 24 | Area of a trapezium. | Problem solving |
+ INFO
|
|
To be done | |
| 25 | Area of a circle. | Problem solving |
+ INFO
|
|
To be done | |
| 26 | Area of regular polygons and composite figures. | Problem solving |
+ INFO
|
|
To be done | |
| 27 | Surface area of a cube/rectangular prism. | Surface area |
+ INFO
|
|
To be done | |
| 28 | Surface area of a triangular/trapezoidal prism. | Surface area |
+ INFO
|
|
To be done | |
| 29 | Surface area of a cylinder and sphere. | Surface area |
+ INFO
|
|
To be done | |
| 30 | Surface area of pyramids | Surface area |
+ INFO
|
|
To be done | |
| 31 | Surface area of cones | Surface area |
+ INFO
|
|
To be done | |
| 32 | Finding the volume of prisms | Volume |
+ INFO
|
|
To be done | |
| 33 | Volume of a cylinder and sphere. | Volume |
+ INFO
|
|
To be done | |
| 34 | Volume of pyramids and cones. | Volume |
+ INFO
|
|
To be done | |
| 35 | Composite solids. | Volume |
+ INFO
|
|
To be done | |
| 36 | Exterior angle theorem | Angles |
+ INFO
|
|
To be done | |
| 37 | More difficult exercises involving parallel lines | Angles |
+ INFO
|
|
To be done | |
| 38 | Angles of regular polygons | Angles |
+ INFO
|
|
To be done | |
| 39 | Complementary angle results. | Angles |
+ INFO
|
|
To be done | |
| 40 | Bearings – the compass. | Angles |
+ INFO
|
|
To be done | |
| 41 | Theorem – The angle at the centre of a circle is double… | Angles |
+ INFO
|
|
To be done | |
| 42 | Theorem – Angles in the same segment of a circle are eq… | Angles |
+ INFO
|
|
To be done | |
| 43 | Theorem – The angle of a semi-circle is a right angle. | Angles |
+ INFO
|
|
To be done | |
| 44 | Theorem – The opposite angles of a cyclic quadrilateral… | Angles |
+ INFO
|
|
To be done | |
| 45 | Theorem – The tangent to a circle is perpendicular to t… | Angles |
+ INFO
|
|
To be done | |
| 46 | Theorem – Tangents to a circle from an external point a… | Angles |
+ INFO
|
|
To be done | |
| 47 | Theorem – The angle between a tangent and a chord throu… | Angles |
+ INFO
|
|
To be done | |
| 48 | Geometric constructions | Construction |
+ INFO
|
|
To be done | |
| 49 | Constructions and loci – multiple conditions | Construction |
+ INFO
|
|
To be done | |
| 50 | Similar triangles | Similar shapes |
+ INFO
|
|
To be done | |
| 51 | Using similar triangles to calculate lengths | Similar shapes |
+ INFO
|
|
To be done | |
| 52 | Geometry transformations without matrices: reflection (… | Transformations |
+ INFO
|
|
To be done | |
| 53 | Geometry transformations without matrices: translation … | Transformations |
+ INFO
|
|
To be done | |
| 54 | Geometry transformations without matrices: rotation (St… | Transformations |
+ INFO
|
|
To be done | |
| 55 | Geometry transformations without matrices: dilation or … | Transformations |
+ INFO
|
|
To be done | |
| 56 | Congruent triangles, Test 1 and 2 | Triangles |
+ INFO
|
|
To be done | |
| 57 | Congruent triangles, Test 3 and 4 | Triangles |
+ INFO
|
|
To be done | |
| 58 | Find the hypotenuse | Pythagoras |
+ INFO
|
|
To be done | |
| 59 | Find the hypotenuse Part 2 | Pythagoras |
+ INFO
|
|
To be done | |
| 60 | Calculating a leg of a right-angled triangle | Pythagoras |
+ INFO
|
|
To be done | |
| 61 | Graphing the trigonometric ratios – I Sine curve. | Trigonometry |
+ INFO
|
|
To be done | |
| 62 | Graphing the trigonometric ratios – II Cosine curve. | Trigonometry |
+ INFO
|
|
To be done | |
| 63 | Graphing the trigonometric ratios – III Tangent curve. | Trigonometry |
+ INFO
|
|
To be done | |
| 64 | Using the trigonometric ratios to find unknown length. … | Trigonometry |
+ INFO
|
|
To be done | |
| 65 | Using the trigonometric ratios to find unknown length. … | Trigonometry |
+ INFO
|
|
To be done | |
| 66 | Using the trigonometric ratios to find unknown length. … | Trigonometry |
+ INFO
|
|
To be done | |
| 67 | Unknown in the denominator. [Case 4]. | Trigonometry |
+ INFO
|
|
To be done | |
| 68 | Using the calculator to find an angle given a trigonome… | Trigonometry |
+ INFO
|
|
To be done | |
| 69 | The cosine rule to find an unknown side. [Case 1 SAS]. | Trigonometry |
+ INFO
|
|
To be done | |
| 70 | The cosine rule to find an unknown angle. [Case 2 SSS]. | Trigonometry |
+ INFO
|
|
To be done | |
| 71 | The sine rule to find an unknown side. Case 1. | Trigonometry |
+ INFO
|
|
To be done | |
| 72 | The sine rule to find an unknown angle. Case 2. | Trigonometry |
+ INFO
|
|
To be done | |
| 73 | The area formula | Trigonometry |
+ INFO
|
|
To be done | |
| 74 | General sequences. | Series and sequences |
+ INFO
|
|
To be done | |
| 75 | Finding Tn given Sn. | Series and sequences |
+ INFO
|
|
To be done | |
| 76 | Products in simplification of algebraic expressions | Simplifying |
+ INFO
|
|
To be done | |
| 77 | Algebraic Expressions – Larger expansions. | Simplifying |
+ INFO
|
|
To be done | |
| 78 | Simplifying algebraic fractions. | Simplifying |
+ INFO
|
|
To be done | |
| 79 | Quadratic polynomials of the form y = ax. + bx + c. | Graphs |
+ INFO
|
|
To be done | |
| 80 | Equations involving grouping symbols. | Equations |
+ INFO
|
|
To be done | |
| 81 | Equations involving fractions. | Equations |
+ INFO
|
|
To be done | |
| 82 | Elimination method | Equations |
+ INFO
|
|
To be done | |
| 83 | Elimination method part 2 | Equations |
+ INFO
|
|
To be done | |
| 84 | Common factor and the difference of two squares | Factorising |
+ INFO
|
|
To be done | |
| 85 | Factorising quadratic trinomials [monic] – Case 2. | Factorising |
+ INFO
|
|
To be done | |
| 86 | Factorising quadratic trinomials [monic] – Case 3. | Factorising |
+ INFO
|
|
To be done | |
| 87 | Factorising quadratic trinomials [monic] – Case 4. | Factorising |
+ INFO
|
|
To be done | |
| 88 | Factorisation of non-monic quadratic trinomials – moon … | Factorising |
+ INFO
|
|
To be done | |
| 89 | Substitution into algebraic expressions. | Simplifying |
+ INFO
|
|
To be done | |
| 90 | Equations resulting from substitution into formulae. | Formulae |
+ INFO
|
|
To be done | |
| 91 | Changing the subject of the formula. | Formulae |
+ INFO
|
|
To be done | |
| 92 | Solving Inequalities. | Inequalities |
+ INFO
|
|
To be done | |
| 93 | Solving and graphing inequalities | Inequalities |
+ INFO
|
|
To be done | |
| 94 | Quadratic equations with factorisation. | Roots |
+ INFO
|
|
To be done | |
| 95 | Solving quadratic equations. | Roots |
+ INFO
|
|
To be done | |
| 96 | The quadratic formula | Roots |
+ INFO
|
|
To be done | |
| 97 | Calculating the median from a frequency distribution | Probability |
+ INFO
|
|
To be done | |
| 98 | Calculating mean, mode and median from grouped data | Averages |
+ INFO
|
|
To be done | |
| 99 | Scatter Diagrams | Scatter diagrams |
+ INFO
|
|
To be done | |
| 100 | Cumulative frequency | Probability |
+ INFO
|
|
To be done | |
| 101 | Frequency histograms and polygons | Scatter diagrams |
+ INFO
|
|
To be done | |
| 102 | Rolling a pair of dice | Probability |
+ INFO
|
|
To be done | |
| 103 | Experimental probability | Probability |
+ INFO
|
|
To be done | |
| 104 | Tree diagrams – not depending on previous outcomes | Probability |
+ INFO
|
|
To be done | |
| 105 | Tree diagrams – depending on previous outcomes | Probability |
+ INFO
|
|
To be done | |
| 106 | Final Review of GCSE Revision Higher – WJEC | Review of all course work |
+ INFO
|
|
To be done |
Follow & Like Us:
