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其它(请具体注明)
Other(Please specify)
先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
数理统计(MA204)或概率论与数理统计(MA212)
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
其它要求修读本课程的学系
Cross-listing Dept.
CFA 全称 Chartered Financial Analyst(特许金融分析师)是国际通行的金融投资从业者专业资格认证。CFA 考试内容与
时俱进,贴近实际需要,因此,成功通过 CFA考试的求职者经常受到金融行业用人单位的青睐。
CFA 考试分为三级,本课程将涵盖 CFA一级考试的所有内容,旨在帮助学生们有计划地准备并通过 CFA 一级考试,以此
增强他们在金融行业的竞争力和实务能力。
CFA (Chartered Financial Analyst) Program is an internationally recognized professional qualification for financial
industry practitioners. The CFA exam content keeps pace with the times and reflects practical demands, therefore, job
seekers who successfully pass the CFA exams are often favored by employers in the financial industry.
The CFA program consists of exams of three levels. This course will cover all the contents of the CFA level 1 exam, and
is designed to help students prepare for and pass the CFA level 1 exam through a well-planned schedule, thereby
enhancing their competitiveness and practical ability in the financial industry.
本课程涵盖 CFA 一级考试中涉及的全部内容,包括会计,经济学,道德,资产管理和证券分析等领域。同时,本课程会
根据 CFA 考试的具体特点,重点讲授 CFA 考试中的重点和难点,并逐步训练同学们的答题技巧。完成本课程的同学应具
有通过 CFA 一级考试的知识储备和能力。
This course covers the materials involved in the CFA level 1 exam, including areas such as accounting, economics,
ethics, asset management, and securities analysis. At the same time, according to the specific characteristics of the
CFA exam, this course will focus on the key points and difficulties in the CFA exam, and gradually enhance students'
techniques in taking CFA exams. Students who complete this course should have the ability to successfully pass the
CFA Level 1 exam.
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)