- Algebra The Cambridge A & AS Level Mathematics 9709 syllabus viii
- Background algebra
- Linear equations
- Changing the subject of a formula
- Quadratic equations
- Solving quadratic equations
- Equations that cannot be factorised
- The graphs of quadratic functions
- The quadratic formula
- Simultaneous equations
- Inequalities
- Co-ordinate geometry
- Co-ordinates
- Plotting, sketching and drawing
- The gradient of a line
- The distance between two points
- The mid-point of a line joining two points
- The equation of a straight line
- Finding the equation of a line
- The intersection of two lines
- Drawing curves
- The intersection of a line and a curve
- Sequences and series
- Definitions and notation
- Arithmetic progressions
- Geometric progressions
- Binomial expansions
- Chapter
- Chapter
- Chapter
- Vectors iv
- Vectors in two dimensions
- Vectors in three dimensions
- Vector calculations
- The angle between two vectors
- Answers
- Index
- Functions 106 Chapter
- The language of functions
- Composite functions
- Inverse functions
- Differentiation
- The gradient of a curve
- Finding the gradient of a curve
- Finding the gradient from first principles
- Differentiating by using standard results
- Using differentiation
- Tangents and normals
- Maximum and minimum points
- Increasing and decreasing functions
- Points of inflection
- The second derivative
- Applications
- The chain rule
- Integration
- Reversing differentiation
- Finding the area under a curve
- Area as the limit of a sum
- Areas below the x axis
- The area between two curves
- The area between a curve and the y axis
- The reverse chain rule
- Improper integrals
- Finding volumes by integration
- Trigonometry
- Trigonometry background
- Trigonometrical functions
- Trigonometrical functions for angles of any size
- The sine and cosine graphs
- The tangent graph
- Solving equations using graphs of trigonometrical functions
- Circular measure
- The length of an arc of a circle
- The area of a sector of a circle
- Other trigonometrical functions

- Chapter
- Chapter
- Chapter
- Chapter
- Vectors vv
- Vectors in two dimensions
- Vectors in three dimensions
- Vector calculations
- The angle between two vectors
- Answers
- Index

- Chapter

**michael s**(Michael S) #1