Service Description

Phase 1: The A-Level Maths Preparation Course helps students master core concepts, problem-solving skills, and exam techniques to achieve top grades. Designed for students aiming for A-Level success, this 20-lesson face-to-face course (max 4 students per group) ensures personalized instruction and targeted support. The course is divided into two phases: ．Phase 1 (Lessons 1-10): Core topics and fundamental techniques ．Phase 2 (Lessons 11-20): Advanced problem-solving, exam strategies, and mock tests By the end of this course, students will be confident in applying mathematical techniques, familiar with exam-style questions, and ready to excel in A-Level Maths. Scheme of Work Phase 1: Core Topics & Fundamental Techniques (Lessons 1-10) 1)Introduction to A-Level Maths & Exam Strategies ．Understand the A-Level Maths syllabus (Pure Maths, Mechanics, and Statistics). ．Learn time management and problem-solving techniques. 2)Algebraic Manipulation & Functions ．Expand, factorize, and simplify algebraic expressions. ．Understand inverse and composite functions. 3)Quadratic Equations & Inequalities ．Solve quadratic equations using factorization, completing the square, and the quadratic formula. ．Work with inequalities and graphical interpretations. 4)Coordinate Geometry & Straight-Line Equations ．Derive and interpret equations of straight lines. ．Solve problems on midpoints, gradients, and perpendicular lines. 5)Differentiation: Basic Rules & Applications ．Understand first principles of differentiation. ．Differentiate polynomials and apply to tangent and normal equations. 6)Integration: Introduction & Basic Techniques ．Learn indefinite and definite integration. ．Understand area under curves. 7)Trigonometry: Identities & Equations ．Solve trigonometric equations and prove identities. ．Apply sine, cosine, and tangent rules. 8)Exponentials & Logarithms ．Apply logarithm laws and simplify expressions. ．Solve exponential growth and decay problems. 9)Vectors & Geometrical Applications ．Understand vector notation, magnitude, and direction. ．Solve problems involving dot products and vector equations of lines. 10)Mini Mock Test & Feedback ．Attempt a half-length A-Level Maths paper. ．Receive detailed feedback and improvement strategies. Additional Support & Resources ．Homework assignments for extra practice. ．Personalized feedback to track progress. ．Exam strategies for time management and accuracy. ．Mock test reports to highlight strengths and areas for improvement.