Maths
Overview
Present through the known universe, Mathematical theory underpins all sciences and art forms- it is essential to everyday life and our very existence. A-level mathematics is widely recognized and serves as a foundation for various academic and professional pursuits, particularly in STEM (Science, Technology, Engineering, and Mathematics) fields. The A-Level Mathematics curriculum at Djanogly Sixth Form is designed to develop students' analytical and problem-solving skills while providing a comprehensive understanding of mathematical concepts. We firmly believe in the relentless pursuit of excellence and making sure every students achieves the best grades they can.
Course Content
A-level Mathematics is split into four key disciplines. These are core, mechanics, statistics and decision, with the latter three being optional which two the college selects. At Djanogly we teach our students core, mechanics and statistics as we believe these are the better options to give our students a wider, more relevant education in mathematics.
Core
Problem Solving
Surds and Indices
Quadratic Functions
Equations and Inequalities
Co-ordinate Geometry
Trigonometry
Polynomials
Graphs and Transformations
Binomials
Differentiation
Integration
Vectors
Exponentials and Logs
Mechanics
Kinematics
Forces
Variable Acceleration
Statistics
Data Collection
Data Processing
Probability
Binomial Distribution
Hypothesis Testing
Assessment
Assessment in A-Level Mathematics is divided into examinations at the end of the course. These exams assess students' understanding of both theoretical concepts and their ability to apply mathematical principles to solve complex problems. The assessment consists of one pure paper, one pure and mechanics combined paper and a final pure and statistics combined paper. Our exam board is AQA.
Skills Developed
Problem Solving: A-Level Mathematics emphasizes the development of logical and analytical thinking to solve intricate mathematical problems.
Critical Thinking: Students learn to critically evaluate mathematical arguments and make informed decisions based on mathematical reasoning.
Abstract Reasoning: The course introduces abstract concepts, helping students grasp and work with ideas beyond concrete examples.
Application of Mathematics: Real-world applications of mathematics are explored, allowing students to see the relevance of mathematical concepts in various fields.
Future Opportunities
A-Level Mathematics serves as a solid foundation for further education and career paths in fields such as mathematics, physics, engineering, computer science, economics, and finance. The critical thinking and problem-solving skills developed during the course are highly valued in a wide range of professions. Successful completion of A-Level Mathematics can also open doors to prestigious universities and competitive degree programs.
In conclusion, A-Level Mathematics provides students with a rigorous and comprehensive education in advanced mathematical concepts, equipping them with the skills and knowledge needed for success in higher education and diverse career opportunities.