
学历文凭
Advanced Certificate

专业院系
精算科学

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课程学费

国际学生入学条件
Students in their last year of high school should submit transcripts for all years completed thus far.
Students who have completed high school must submit final transcripts and degree certificates or exam results.
Students who have studied at a college or university must submit university transcripts to date. If you have completed more than 24 credit hours at a university, you do not need to submit high school transcripts.
Transcripts are required from all high schools or universities attended.
Proof of English proficiency: This can be shown with an official TOEFL, IELTS or PTE-A score. The minimum requirements are 61 iBT TOEFL, 5.5 IELTS, or 44 PTE-A.
IDP—雅思考试联合主办方

雅思考试总分
5.5
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- 雅思总分:5.5
- 托福网考总分:61
- 托福笔试总分:160
- 其他语言考试:44 PTE-A, or 85-90 Duolingo
课程简介
Actuaries use the tools of economics, finance, and mathematics to evaluate and price risk. They are employed by insurance companies, pension funds, consulting firms, and a variety of other financial institutions. The actuarial profession has consistently been ranked as one of the most desirable professions in which to be employed. To become an actuary one must satisfy certain educational requirements, pass exams offered by the Society of Actuaries, and complete professional courses.<br>The Certificate in Actuarial Studies is designed to provide the education needed for entry level employment in the actuarial profession. Those who complete the certificate will satisfy some of the Validation by Educational Experience requirement of the Society of Actuaries and be prepared to take the first two actuarial examinations (P and FM).<br>Completion of the certificate requires the following courses. Please note that many of these courses have prerequisites so anyone pursuing the certificate should work carefully with an academic advisor.<br>Learning Outcomes<br>Upon completion of the program, certificate earners will be able to:<br>Interpret, formulate and solve applied problems in probability and statistics.<br>Interpret, formulate and solve applied problems in mathematics relating to annuities, bonds and derivative investments.
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