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所在平台: Udemy |
课程主页: https://www.udemy.com/course/master-mathematics-of-the-time-value-of-money/
课程评论：没有评论
**课程名称：** 金钱时间价值数学精通 (Master Mathematics of The Time Value of Money) **课程概述：** 本课程为金融领域的核心概念——金钱时间价值（TVM）提供全面入门。学生将深入探讨时间与金钱价值之间的关系，学习如何运用关键的数学原理来分析和解决各类财务问题。课程涵盖评估投资、贷款及其他金融工具的基本技巧，并侧重于实际应用。 **主要学习内容：** * **金钱时间价值概念：** 理解时间价值的基本原理，包括利率和复利的影响。 * **现值与终值：** 学习计算单笔金额、年金和永续年金的现值与终值。 * **折现与复利：** 熟练掌握将未来现金流折现为现值及将现值复利计算为终值的过程。 * **年金与永续年金：** 分析定期现金流，包括普通年金、期初年金和永续年金。 * **利率与现金流调整：** 在不同的财务情境下，确定未知值，如利率、时间期和付款金额。 通过理论结合实际问题解决，学生将培养做出明智财务决策所需的数学技能。本课程对于金融、会计、经济学和商业领域的职业人士，或任何希望理解财务规划和投资分析的数值基础的人员至关重要。
This course provides a comprehensive introduction to the Mathematics of Time Value of Money (TVM), a fundamental concept in finance. Students will explore the relationship between time and the value of money, learning how to apply key mathematical principles to analyze and solve financial problems. The course covers essential techniques used to evaluate investments, loans, and other financial instruments, with a strong focus on practical applications.Key topics include:Time Value of Money Concepts: Understanding the basic principles of time value, including the effects of interest rates and compounding.Present Value and Future Value: Learning how to calculate present and future values of single sums, annuities, and perpetuities.Discounting and Compounding: Mastering the processes of discounting future cash flows to present value and compounding present values to future values.Annuities and Perpetuities: Analyzing regular cash flows, including ordinary annuities, annuities due, and perpetuities.Interest Rate and Cash Flow Adjustments: Determining unknown values such as interest rates, time periods, and payment amounts in various financial scenarios.Through a combination of theory and real-world problem-solving, students will develop the mathematical skills necessary for making sound financial decisions. This course is essential for those pursuing careers in finance, accounting, economics, and business, as well as anyone interested in understanding the numerical foundations of financial planning and investment analysis.
