Pre-University Mathematics Fundamentals
Build strong mathematical foundations from algebra to calculus, preparing for university success with practical and financial applications.
Build strong mathematical foundations from algebra to calculus, preparing for university success with practical and financial applications.
This comprehensive course introduces fundamental mathematical concepts and methods essential for undergraduate studies. Students will develop sophisticated mathematical skills through a systematic approach covering arithmetic, algebra, functions, calculus, and financial mathematics. The course bridges the crucial gap between high school and university-level mathematics, focusing on practical applications and problem-solving techniques. Designed for GCSE-level mathematics graduates, it provides a solid foundation in manipulating algebraic expressions, graphing functions, understanding derivatives and integrals, and applying mathematical concepts to financial scenarios. The course emphasizes both theoretical understanding and practical application, ensuring students are well-prepared for undergraduate quantitative subjects.
Instructors:
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What you'll learn
Manipulate and effectively use various algebraic expressions and equations
Graph, differentiate and integrate fundamental mathematical functions
Apply calculus concepts to solve optimization problems with economic applications
Calculate and analyze basic quantities in financial mathematics including compound interest and investment schemes
Skills you'll gain
This course includes:
PreRecorded video
Graded assignments, exams
Access on Mobile, Tablet, Desktop
Limited Access access
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There are 4 modules in this course
This comprehensive mathematics course covers essential topics required for successful undergraduate study. Starting with fundamental arithmetic and algebra, it progresses through functions, calculus, and financial mathematics. The course emphasizes practical applications and problem-solving skills, including manipulation of algebraic expressions, graphing functions, understanding derivatives and integrals, and applying mathematical concepts to real-world scenarios. Special attention is given to bridging the gap between high school and university-level mathematics, with topics carefully selected to build a strong foundation for quantitative subjects.
Arithmetic and Algebra
Module 1
Functions
Module 2
Calculus
Module 3
Financial Mathematics
Module 4
Fee Structure
Instructors
8 Courses
Expert Mathematics Educator and Course Designer at LSE
Siri Kouletsis is a seasoned mathematics educator who has worked extensively in the Department of Mathematics at The London School of Economics and Political Science (LSE), specializing in teaching linear algebra, calculus, and quantitative methods. Since 2020, she has played a pivotal role in designing course content for LSE Online's BSc programs, focusing on abstract mathematics, calculus, and linear algebra. She also leads teams of class teachers and conducts exam preparation webinars for students. From 2022 onwards, Siri has served as the course convenor for mathematics courses in LSE’s MicroBachelors® programme in Mathematics and Statistics Fundamentals offered on edX. Her dedication ensures that learners receive high-quality, accessible mathematics education tailored for both academic and professional advancement.
1 Course
Distinguished Statistics Educator and Forensic Statistics Expert
James Ward serves as an Assistant Professorial Lecturer in the Mathematics Department at the London School of Economics and Political Science (LSE), specializing in mathematical physics and mathematics education. After earning his Ph.D. in Mathematical Physics from Imperial College, he has dedicated his career to mathematics education at LSE, where he has held various roles focused on teaching excellence. In his current position, which is dedicated to education, he takes primary responsibility for several key mathematics courses including MA107, MA207, and MA212. His teaching portfolio encompasses various aspects of mathematical physics and pure mathematics, contributing significantly to the department's educational mission through his focused dedication to pedagogical excellence and student learning outcomes.
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