A-Level Math's: Pure (Year 1 / AS) -9709

CIE International A-Level Maths is a course for anyone studying the Cambridge International A-Level Maths:

This course covers all the pure content in Papers 2 and 3 (Pure Mathematics 2 and 3) of the Cambridge International A-Level Maths Course. It is also a great course for anyone interested in learning some more advanced pure maths.

• Pure Mathematics 1 (P1)

• Quadratics: Study of quadratic equations and their properties.
• Functions: Exploration of different types of functions and their graphs.
• Coordinate Geometry: Analysis of lines and curves in the coordinate plane.
• Circular Measure: Measurement of angles in radians and their applications.
• Trigonometry: Study of trigonometric functions and identities.
• Series: Understanding arithmetic and geometric progressions.
• Differentiation: Techniques and applications of finding derivatives.
• Integration: Methods and uses of integration in various contexts.

• Pure Mathematics 3 (P3)

• Algebra: Advanced algebraic techniques and their applications.
• Logarithmic and Exponential Functions: Properties and uses of logarithms and exponentials.
• Trigonometry: Advanced trigonometric identities and equations.
• Differentiation: Further techniques in differentiation and their applications.
• Integration: Advanced methods of integration and their uses.
• Vectors: Study of vectors in two and three dimensions.
• Complex Numbers: Understanding and manipulating complex numbers.
• Differential Equations: Solving ordinary differential equations and their applications.
• Numerical Solutions: Techniques for finding numerical solutions to equations.

• Mechanics (M1)

• Forces and Equilibrium: Analysis of forces and conditions for equilibrium.
• Kinematics of Motion in a Straight Line: Study of motion along a straight path.
• Newton’s Laws of Motion: Application of Newton’s laws to various problems.
• Energy, Work, and Power: Understanding the concepts of energy, work, and power in mechanics.
• Momentum: Study of momentum and its conservation in collisions.

• Probability and Statistics 1 (S1)

• Representation of Data: Methods of displaying and interpreting data.
• Permutations and Combinations: Techniques for counting arrangements and selections.
• Probability: Basic principles and rules of probability.
• Discrete Random Variables: Study of random variables and probability distributions.
• The Normal Distribution: Properties and applications of the normal distribution.