關於課程
The next generation of actuaries are in demand across both the private and public sectors. In addition to the traditional insurance and pensions industry, actuarial roles are now found in other areas where uncertainty needs to be closely managed – such as banking, investment management, consultancy, manufacturing and transport. The career options available across these sectors are both varied and financially rewarding.
Studying an actuarial mathematics degree at Leeds will enable you to develop a range of core mathematical and actuarial science skills. You’ll enhance your analytical and problem-solving abilities and learn advanced skills in statistical analysis, numerical techniques and computer applications. These, along with your logical thinking and problem-solving capabilities, will mean you will not only be intellectually stimulated, you’ll also be desirable to potential employers and well-equipped to begin your career.
Work placement- Optional
Study abroad- Optional
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Entry requirements for 里茲大學
A-level: AAA - A*AB where the first grade quoted is Mathematics. AAB/A*BB including Further Mathematics and where the first grade quoted is Mathematics, or AAB/A*BB where the first grade quoted is in Mathematics plus A in AS Further Mathematics. GCSE: You must also have GCSE English at grade C (4) or above (or equivalent). IB: 35 points overall with 17 at Higher Level including 6 in Higher Level Mathematics. IELTS 6.0 overall, with no less than 5.5 in any component. TOEFL (Test of English as a Foreign Language) of 87 (with no less than 20 in listening, 20 in reading, 22 in speaking and 21 in writing).
English language requirements
托福(TOEFL iBT)總分: 80.0
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