Advanced Maths, an interactive computer-based learning program, is used successfully in hundreds of British schools, colleges and universities. It is an ideal solution to classroom revision and supported self-study where all or part of the Advanced Level Mathematics syllabus is required. All 'common core' material is covered, along with extensions for different Examining Boards.
What unique features does it have?
Covers the requirements of all Examining Boards
Teachers can use standard workplan or create their own
In-built monitoring and assessment through randomised tests
Targets can be set and tracked
Profiling gives clear indications of strengths and weaknesses
Provides immediate feedback for teachers and students
The following are the modules contained in the Advanced Maths Workshop Package:
VOLUMES 1-7 PURE MATHS
1 Series and Elementary Algebra (1)
1.1 Series
1.2 Infinite Series
1.3 Binomial Theorem
1.4 Remainder and Factor Theorems
1.5 Surds and Mathematical Induction
1.6 Partial Fractions
1.7 Uses of Partial Fractions
2 Algebra plus Complex Numbers
2.1 Quadratic Equations (1)
2.2 Quadratic Equations (2)
2.3 Inequalities and Curve Sketching
2.4 Permutations and Combinations
2.5 Complex Numbers
2.6 De Moivre’s Theorem
3 Trigonometry
3.1 Circular Measure
3.2 The Six Trigonometrical Ratios
3.3 Sine and Cosine Rules
3.4 Solutions of Triangles in Two and Three Dimensions
3.5 The Addition Formulae
3.6 The Factor and Other Formulae
3.7 Solving Trigonometrical Equations
4 Differentiation
4.1 Limits and Differentiation from First Principles
4.2 Methods of Differentiation (1)
4.3 Methods of Differentiation (2)
4.4 Higher Derivatives
4.5 Uses of Differentiation
4.6 Simple Differential Equations
5 Plane Coordinate Geometry
5.1 The Straight Line (1)
5.2 The Straight Line (2)
5.3 The Circle
5.4 The Parabola
5.5 The Ellipse
5.6 The Hyperbola
6 Integration
6.1 Introduction to Integration
6.2 Important Uses of Integration
6.3 Methods of Integration (1)
6.4 Methods of Integration (2)
6.5 Methods of Integration (3)
6.6 Methods of Integration (4)
6.7 General Revision of Integration
7 Functions and Graphs
7.1 Functions
7.2 Graphs of Functions
7.3 Exponential and Logarithmic Functions
7.4 Cartesian Graphs
7.5 Reduction to Linear Form
7.6 Polar Co-ordinates
VOLUMES 8-11 APPLIED MATHS
8 Dynamics
8.1 Velocity and Acceleration
8.2 Projectiles (1)
8.3 Projectiles (2)
8.4 Simple Harmonic Motion
8.5 Motion in a Circle
8.6 Vectors in Dynamics (1)
8.7 Vectors in Dynamics (2)
9 Dynamics (2)
9.1 Newton’s Laws of Motion (1)
9.2 Newton’s Laws of Motion (2)
9.3 Work and Power
9.4 Energy
9.5 Impulse
9.6 Indirect Impact
10 Statics
10.1 Coplanar Forces (1)
10.2 Coplanar Forces (2)
10.3 Coplanar Forces (3)
10.4 Coplanar Forces (4)
10.5 Friction
10.6 Frameworks
10.7 Centre of Mass
10.8 Work
12. Measures of Positions and Dispersion plus Regression
12.1 Revision of Basic Ideas
12.2 Measures of Central Tendency
12.3 Measures of Dispersion
12.4 Times Series and Trend Lines
12.5 Weighted Averages
12.6 Regression and the Method of Least Squares
12.7 Product Moment Correlation Coefficient
12.8 Rank Correlation
12.9 Cumulative Frequency Distributions
13. Probability plus Probability Functions
13.1 Probability (1)
13.2 Probability (2)
13.3 Probability (3)
13.4 Probability Functions (1)
13.5 Probability Functions (2)
13.6 Discrete Variables
13.7 Continuous Variables (1)
13.8 Continuous Variables (2)
13.9 Continuous Variables (3)
14. Sampling plus Goodness of Fit and Contingency Tables
plus Testing Null Hypothesis
14.1 Random Samples
14.2 Estimation (1)
14.3 Estimation (2)
14.4 Small Samples
14.5 Introduction to the Null Hypothesis
14.6 Applications of Null Hypothesis
14.7 The Chi-Squared Distribution
14.8 Contingency Tables
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