# 数学 Math

## Logistics 逻辑 Personal Statement

I would like to study business/logistics and/or supply chain management as I am excited by the prospects involving imaginative thinking and the solving of complex business problems.My aim is to work with business managers, showing them the newest and most effective organisational and co-ordinating techniques as well as using up-to-date technologies to make a company successful. I hope in the future to take part in making the next UPS, McDonalda€?s or British Airways.## Mathematics and Physics 1

I loved Maths and Physics at School which lead me to review both of them in a-Level. I really like reading through books about the subject particularly individuals on theoretical Physics. I've always loved discovering why is the world work and studying Physics would let me discover more. A training course in theoretical Physics would also let me explore and employ Maths inside a greater detail## Mathematics 21

My curiosity about Mathematics initially developed after i started to think about how some well-defined points on the plane might be referred to with a single equation. It had been obvious that the curve might be attracted with the group of points but, as my understanding was limited in Year 10, I needed to pursue my very own research to learn to deduce the equation of these a curve. Since that time, I have started to appreciate the way the many diverse subjects in Maths are connected, like the relationship between number theory and cryptography, as described in Marcus du Sautoy??s ??Music from the Primes??. I've found the possibilities of understanding such succinct ideas, which may be used in many industries, in addition to developing brand new ones through extensive research, thrilling in today??s ever evolving society.## Mathematics 20

In the beginning sight, exactly what a math wizzard does may appear small, but it's the nearest it's possible to arrived at achieving permanence. The potential of creating or creating anything that's even slightly permanent is exactly what drives me to review mathematics. The subject to possess engaged me probably the most in a-level continues to be differentiation since it is centred on the thought of limits, which relates straight to infinity and infinitesimals. My knowledge of infinity developed after getting read Clegg??s ??A History of Infinity??, by which When i first discovered Cantor??s continuum hypothesis. The paradoxes connected with infinity and also the counter-intuitive arguments submit about this have motivated me to review this subject at length, and that i therefore anticipate the intriguing courses at college, for example analysis. The possibilities of understanding an assorted selection of ideas and just how they connect is fascinating in today??s ever evolving society, as they possibly can be used in lots of industries.## Mathematics 18

Mathematics can, sometimes, function as the single most frustrating subject I've ever analyzed, yet I really like it. The excitement of finishing an especially hard puzzle, or even the sudden realisation of the particular subject clicking into position, helps make the challenge and also the effort even more useful. Studying both maths and additional maths at ??A?? level continues to be probably the most enjoyable and rewarding a part of my academic career, and also the logic and reasoning needed for that subject keeps me interested. By studying mathematics to degree standard, I really hope to locate and answer many new questions I would have. Particularly, I'm searching toward exploring more within the area of pure maths. My success and fascination in mathematics has provided us a strong foundation to approach a diploma with both confidence and enthusiasm required to succeed. Simply by entering myself for that mathematics AEA, I really hope to grow upon the mathematical understanding I've already learnt, by further developing the abilities to use these to demanding and sophisticated questions. Aside from the possible reward of some other qualification, the possibilities of attaining greater understanding, alongside better techniques of application in maths, is a fantastic chance.第1页（共4页）