25 Transformations Special transformations – reflections, rotations and enlargements.
32 Algebra- formulae Changing the subject of the formula.
34 Algebra-factorising Simplifying easy algebraic fractions.
35 Algebraic fractions Simplifying algebraic fractions using the index laws.
36 Algebra-negative indices Algebraic fractions resulting in negative indices.
37 Factorisation Factorisation of algebraic fractions including binomials.
38 Algebraic fractions-binomial Cancelling binomial factors in algebraic fractions.
42 Co-ordinate Geometry-Inequalities Inequalities on the number plane.
44 Calculus=1st prin Differentiation from first principles.
45 Calculus=1st prin Differentiation of y = x to the power of n.
46 Calculus-differential, integ Meaning of dy over dx – equations of tangents and normals.
47 Calculus-differential, integ Function of a function rule, product rule, quotient rule.
48 Calculus-differential, integ Increasing, decreasing and stationary functions.
67 Functions and graphs Quadratic polynomials of the form y = ax. + bx + c.
73 Quadratic trinomials Quadratic trinomials [monic] – Case 1.
74 Factorising quads Factorising quadratic trinomials [monic] – Case 2.
75 Factorising quads Factorising quadratic trinomials [monic] – Case 3.
76 Factorising quads Factorising quadratic trinomials [monic] – Case 4.
79 Quadratic equations Introduction to quadratic equations.
80 Quadratic equations Quadratic equations with factorisation.
81 Quadratic equations Solving quadratic equations.
88 Algebra-polynomials The sum, difference and product of two polynomials.
89 Algebra-polynomials Polynomials and long division.
90 Remainder theorem The remainder theorem.
127 Trig-reciprocal ratios Reciprocal ratios.
128 Trig complementary angles Complementary angle results.
132 Graph sine Graphing the trigonometric ratios – I Sine curve.
133 Graph cosine Graphing the trigonometric ratios – II Cosine curve.
134 Graphs tan curve Graphing the trigonometric ratios – III Tangent curve.
135 Graph reciprocals Graphing the trigonometric ratios – IV Reciprocal ratios.
136 Trig larger angles Using one ratio to find another.
137 Trig equations Solving trigonometric equations – Type I.
138 Trig equations Solving trigonometric equations – Type II.
139 Trig equations Solving trigonometric equations – Type III.
158 Sequences and Series-Geometric means Geometric means.
159 Sequences and Series-Sum of gp The sum to n terms of a G.P.
161 Sequences and Series-Sum-infinity Limiting sum or sum to infinity.
162 Sequences and Series-Recurring decimal infinity Recurring decimals and the infinite G.P.