Pure Math 1 (P1)

Pure Math Boardworks PPTs
Arithmetic sequences
Geometric sequences
C1.1 Algebra and functions 1
C1.2 Algebra and functions 2
C1.3 Algebra and functions 3
C1.5 Coordinate geometry
C1.7 Differentiation
C1.8 Integration

Pure Math PPTs
1 Straight Lines and Gradients
2 Midpoint and Length
3 Factorisation
4 Translations and Completing the Square
5 Solving Equations
6 Roots, Surds and Discriminant
7 More graphs and translations
8 Simultaneous Equations and Intersections
9 Linear and Quadratic Inequalities
10 Polynomials
11 the rule for differentiation
12 Tangents and Gradients
13 Stationary Points
14 Stationary Points – another notation and applications
15 The Gradient of the Tangent as a Limit
16 Circles
17 Circles, Lines and Tangents
18 Circle Problems
19 Laws of Indices
20 Stretches
21 The Factor Theorem
22 Division and The Remainder Theorem
23 Harder Surds
24 Indefinite Integration
25 Definite Integration
26 Definite Integration and Areas
27 Harder Differentiation
28 Harder Stationary Points
29 The Binomial Expansion
30 Sequences and Series
31 Arithmetic Sequences and Series
32 Geometric Series
33 Geometric Series – Sum to infinity
34 A trig formula for area of a triangle
35 The Sine Rule
36 The Cosine Rule
37 Graphs of sin and cos theta
38 The graph of tan theta
39 Trig ratios for 3 special angles
40 Radians, Arc length and Sector area
41 Trig Equations
42 Harder Trig Equations
43 Quadratic Trig Equations
44 Stretches of the Trig Functions
45 The graph of y equal a to the power x
46 Indices and Laws of Logarithms
47 More Logarithms and Indices
48 More Laws of Logarithms
49 Using logs to reduce to linear form
50 Harder Indefinite Integration
51 The Trapezium Rule

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