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Microeconomics Topics
Jonathan Randolph Brown
5 episodes
9 months ago
This course is designed to provide a foundation in the study of economics and the framework needed for continued microeconomic analysis. The learning structure is lecture and discussion based, and students are expected to come to class having adequately prepared to participate. This preparation includes advanced reading of the textbook topics and formulating questions throughout the week regarding the material and/or relevant real-world examples. The class is analytical and requires a strong foundation in fundamental algebra.
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Business
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This course is designed to provide a foundation in the study of economics and the framework needed for continued microeconomic analysis. The learning structure is lecture and discussion based, and students are expected to come to class having adequately prepared to participate. This preparation includes advanced reading of the textbook topics and formulating questions throughout the week regarding the material and/or relevant real-world examples. The class is analytical and requires a strong foundation in fundamental algebra.
Show more...
Business
Episodes (5/5)
Microeconomics Topics
Intro to Competitive Environments
4 years ago
7 minutes

Microeconomics Topics
Game Theory (Prisoners' Dilemma)
5 years ago
18 minutes

Microeconomics Topics
Monopolisic Competition and Oligopoly
5 years ago
15 minutes

Microeconomics Topics
Monopoly
5 years ago
11 minutes

Microeconomics Topics
Perfect Competition
5 years ago
10 minutes

Microeconomics Topics
This course is designed to provide a foundation in the study of economics and the framework needed for continued microeconomic analysis. The learning structure is lecture and discussion based, and students are expected to come to class having adequately prepared to participate. This preparation includes advanced reading of the textbook topics and formulating questions throughout the week regarding the material and/or relevant real-world examples. The class is analytical and requires a strong foundation in fundamental algebra.