Free online courseFinance course

Duration of the online course: 24 hours and 59 minutes

New course

Learn corporate finance fundamentals with MIT OpenCourseWare's free online course. Topics include present value relations, fixed-income securities, equities, and portfolio theory.

Course Description

The Finance course offered by OpenCourseWare is an intensive 24-hour and 59-minute program that delves into the intricacies of corporate finance, positioned under the umbrella of Business Administration. This course is meticulously crafted to cater to both novices and those with some prior knowledge in the field, seeking to deepen their understanding of financial principles and applications in a corporate setting.

The journey begins with an engaging introduction and course overview, setting the stage for what lies ahead. Early sessions focus on foundational concepts such as present value relations, which are fundamental to mastering finance. Through a series of detailed lectures, you will progressively explore the complexities of fixed-income securities, equipping you with the knowledge to evaluate and navigate the fixed-income market with confidence.

As you advance, the course introduces equities, providing a comprehensive understanding of stock markets and investment strategies. This is followed by an in-depth exploration of forward and futures contracts, where you will learn about the mechanisms and strategies associated with these essential financial instruments.

The subject of options is another critical component, divided into multiple sessions to ensure a thorough grasp of this versatile tool. These sessions demystify the principles behind options, enabling you to leverage them effectively in various financial scenarios.

The course also addresses risk and return, an area of paramount importance in finance. By examining these concepts, you will learn how to measure and manage risk, fostering a balanced approach to investment and capital allocation. This naturally leads into portfolio theory, where advanced techniques for portfolio diversification and optimization are discussed.

Another highlight is the exploration of the Capital Asset Pricing Model (CAPM) and Arbitrage Pricing Theory (APT). These sessions offer a deep dive into modern financial theories that explain the relationship between risk and expected return, guiding you in making informed investment decisions.

Capital budgeting is a critical focus area, teaching you how to evaluate investment opportunities and make strategic business decisions that maximize value. This is complemented by sessions on efficient markets, which cover theories and evidence related to market efficiency, offering insights into the behavior of financial markets.

By the end of this course, you will have acquired a thorough understanding of corporate finance, equipped with the tools and knowledge to analyze, evaluate, and execute financial decisions effectively. While there are no reviews yet, the comprehensive content and rigorous academic approach of this OpenCourseWare program promise a transformative learning experience for aspiring finance professionals.

Conteúdo do Curso

  • Video class: Ses 1: Introduction and Course Overview

    1h07m

  • Exercise: What are the two fundamental challenges of financial analysis discussed in the MIT Finance course?

  • Video class: Ses 2: Present Value Relations I

    1h15m

  • Exercise: In the context of cash flows and their evaluation, what determines the difference in values of the same amount of money received today versus in the future?

  • Video class: Ses 3: Present Value Relations II

    1h20m

  • Exercise: In finance, what is the net present value (NPV) likely to indicate about a project's financial viability?

  • Video class: Ses 4: Present Value Relations III

    1h11m

  • Exercise: What is the primary risk associated with leveraging an investment highly, as discussed in the provided text?

  • Video class: Ses 5: Fixed-Income Securities II

    1h19m

  • Exercise: What financial instrument allows you to agree on a transaction today for execution at a future date, such as locking in an interest rate between two future periods?

  • Video class: Ses 6: Fixed-Income Securities III

    1h19m

  • Exercise: What does duration measure in the context of bond pricing?

  • Video class: Ses 7: Fixed-Income Securities IV

    1h15m

  • Exercise: What is the primary goal of securitization in the context of the financial markets?

  • Video class: Ses 8: Equities

    1h15m

  • Exercise: What is one of the key characteristics of equity that differentiates it from bonds?

  • Video class: Ses 9: Forward and Futures Contracts I

    1h19m

  • Exercise: What is a major benefit of using futures contracts instead of forward contracts in financial markets?

  • Video class: Ses 10: Forward and Futures Contracts II

    1h19m

  • Exercise: Which factor is crucial in determining the price of a futures contract?

  • Video class: Ses 11: Options II

    0h58m

  • Exercise: In option pricing, what is typically represented by a 45-degree line in a payoff diagram?

  • Video class: Ses 12: Options III

    1h07m

  • Exercise: What is the purpose of the binomial option pricing model discussed in the lecture?

  • Video class: Ses 13: Risk and Return II

    1h18m

  • Exercise: What is one of the key properties that defines an efficient market according to the finance course content?

  • Video class: Ses 14: Portfolio Theory II

    1h20m

  • Exercise: In the context of modern portfolio theory, which statement best describes the relationship between the expected return and the risk of a diversified portfolio?

  • Video class: Ses 15: Portfolio Theory III

    1h18m

  • Exercise: Which of the following statements best describes the main insight of combining riskless assets with risky portfolios on the efficient frontier?

  • Video class: Ses 16: The CAPM and APT II

    1h15m

  • Exercise: What is the Capital Market Line (CML) and what does it represent?

  • Video class: Ses 17: The CAPM and APT III

    1h20m

  • Exercise: When assessing the NPV of a project in finance, which of the following statements is true?

  • Video class: Ses 18: Capital Budgeting II

    1h19m

  • Exercise: Which method is most recommended for evaluating capital budgeting projects according to the course content?

  • Video class: Ses 19: Efficient Markets II

    1h20m

  • Exercise: What is the main argument of the adaptive markets hypothesis as discussed in the MIT OpenCourseWare finance lecture?

  • Video class: Ses 20: Efficient Markets III

    0h54m

  • Exercise: What does the adaptive markets hypothesis suggest about market efficiency?

This free course includes:

24 hours and 59 minutes of online video course

Exercises to train your knowledge

Certificate of course completion

100% free, from content to certificate

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