The main difference between upper and lower level maths on the university level is the level of complexity and depth of the material covered. Lower level maths courses typically cover foundational concepts and skills, while upper level maths courses delve deeper into advanced topics and theories.
Upper level maths courses may include subjects such as linear algebra, abstract algebra, real analysis, complex analysis, topology, and differential equations. These courses often require a strong understanding of foundational maths concepts and may involve more advanced problem solving and theoretical concepts.
It depends on the specific degree requirements of your program. Some STEM fields may only require lower level maths courses, while others may require a mix of both lower and upper level courses. It is important to consult with your academic advisor to determine the specific maths courses required for your degree.
Upper level maths courses can be more challenging due to the advanced nature of the material covered. However, this can also vary depending on the individual student's strengths and interests. Some students may find lower level maths courses more difficult because they are still building their foundational skills, while others may excel in upper level courses because they enjoy the more theoretical and abstract concepts.
To prepare for upper level maths courses, it is important to have a strong understanding of foundational maths concepts and skills. It may also be helpful to review and practice these concepts before starting the course. Additionally, seeking out additional resources such as textbooks, online tutorials, or a tutor can also be beneficial in preparing for upper level maths courses.