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Y8Topic (suggested break down)Skills:
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Algebra RECAP1. Recap manipulating with algebraic expressions (collecting like terms, multiplying and dividing)·    Revision of simplifying algebraic expressions (multiplying, dividing, adding, expanding single brackets)
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2. Solving equations - recap (with brackets and fractions)·    Revision of solving simple equations, e.g. (x2 - 7)/2 = 9 and 1 - 3x = 2x - 7
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3+ 4. Solving equations - including unknown on both sides·    Forming and solving equations
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5+ 6. Deriving equations from diagrams and worded problems
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7. Solving equations/Review
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Changing the subject (pre IGCSE)1. Substitution ·    Change the subject of any formula where the new subject appears only once. Includes roots, squares, brackets, where x appears within a negative term and/or in the denominator
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2. Substitution (including powers and negative numbers)·    Be able to cross multiply.
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3. Using formulae·    Determine a value when the formula and values of all other variables are given.
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4. Changing the subject of the formula (use numerical examples for low ability set: 3 x 4=12, 16 - 9 = 7)
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5. Changing the subject of the formula - harder examples
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6. Problem solving with changing the formula (Physics examples?)
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7. Substitution and formulae review
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Constructions recap1. Constructing triangles recap·    Construct triangles given SAS (Side-Angle-Side), ASA, SSS
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2. Constructing bisectors recap (perpendicular bisector, angle bisector)·    Construct perpendicular and angle bisectors, angles of 30, 45, 60 and 90, and the perpendicular from a point on a line
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3. Constructing regular polygons and special quadrilaterals
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4. Constructions review
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Bearings1. Bearings intro·    To be able to give three figure bearings and use examples of measuring and drawing involving bearings
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2. Harder bearings·    Calculate the bearing of B from A if you know the bearing of A from B
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3. Solving problems with bearings·    Use a map to determine distance and direction (bearing) between two places
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Angles in polygons1. Angle facts review (at a point, in a line, in parallel lines)·    Understand the definition of different quadrilaterals (kite, trapezium, rhombus, parallelogram)
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2. Polygons - names, properties (can be extended to constructions)·    Know properties that quadrilaterals have, i.e. symmetry, diagonals, rotational symmetry
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3. The sum of interior angles in a polygon·    Know that a polygon is regular if its lengths and angles are all equal
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4 The sum of exterior angles in a polygon. Finding angles in regular polygons·   Know the angle sum of interior angles given the number of sides, and of exterior angles
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5. Solving problems with angles in polygons·   Determine each interior/exterior angle of a regular polygon
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6. Angles in polygons review
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Term 1 assessment and feedback lesson
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