Q: What is the BSc Mathematics? What is involved? Is it difficult?
A: Although you will take modules in other subjects (including elective modules), in each of your four years you will choose from the structured menu of core and option mathematics modules. The modules cover the computational, theoretical and problem solving aspects of mathematics. The topics covered develop in depth and sophistication from year to year as the student grows in experience, knowledge and understanding. It is challenging degree, and so highly valued by employers, but well within the reach of any student who has the interest and the basic mathematical aptitude (e.g. a good Honours Leaving Certificate).
Q: How does the BSc Mathematics degree compare with what you study at secondary school?
A: The mathematics degree builds on the skills and knowledge developed (at Honours level) in your secondary education. At university-level, however, there is a much greater emphasis on understanding, reasoning, problem-solving and thinking for yourself. The goal is to 'really get to the bottom of things'. This is underpinned by small-group tutorials and problem-solving classes. Over the course of a mathematics degree at university, you will discover many new topics and tools of mathematics which are not even hinted at in your secondary education.
Q: Do I need to get an A in Maths in the Leaving Certificate to succeed in the BSc Mathematics degree?
A: No, H1 in Leaving Certificate Mathematics (or, in the old grading system, and A1 in higher level mathematics) is not a requirement to do a mathematics degree at university. You should have at least a H3 in Leaving Certificate mathematics.
Q: What is a BA Mathematics?
A: The BA in Mathematics is a three year honours degree in Mathematics, taken in conjunction with another Arts subject, for example, with English, History, Music etc. While all core areas of mathematics are covered, including, Calculus, Analysis, Algebra and Geometry, this is a well rounded degree also introducing the student to the fundamentals of Probability, Statistics, Financial Mathematics and History of Mathematics, among other topics. Students can further flesh out their program by using their elective modules (2 modules each year) to pursue topics of special mathematical interest. Common to all of the above-mentioned topic areas, is an emphasis throughout on understanding and the development of logical independent thinking and problem solving, skills which translate no matter what eventual career a student may wish to follow.