Logo

Essentials of Microeconomics

Small book cover: Essentials of Microeconomics

Essentials of Microeconomics
by

Publisher: BookBoon
ISBN-13: 9788776814106
Number of pages: 134

Description:
This textbook teaches you about how to develop models that describe how an economy works. The book provides a comprehensive overview of all facets of Microeconomics. Starting with the market, consumers and producers followed by demand and production. You can also read about Monopoly, Price discrimination and Game theory.

Home page url

Download or read it online for free here:
Download link
(3.6MB, PDF)

Similar books

Book cover: Introduction to Economic AnalysisIntroduction to Economic Analysis
by
Introductory economics material using standard mathematical tools, including calculus. It is designed for undergraduates who have not taken a basic university course in economics. The book can easily serve as an intermediate microeconomics text.
(11513 views)
Book cover: Microeconomics: Theory Through ApplicationsMicroeconomics: Theory Through Applications
by - The Saylor Foundation
In microeconomics, we study the decisions of individual entities, such as households and firms. We also study how households and firms interact with each other. The intended audience is first-year undergraduates taking courses on microeconomics.
(2920 views)
Book cover: Microeconomics Theory And ApplicationsMicroeconomics Theory And Applications
by - Sarup & Sons
This book is intended for the students preparing for B.Com examination of Delhi University, although it would also cater to the student of other universities. This book provides a link between theoretical foundation and practical application.
(9304 views)
Book cover: Theory of Value: An Axiomatic Analysis of Economic EquilibriumTheory of Value: An Axiomatic Analysis of Economic Equilibrium
by - Yale University Press
This short book gives a clear exposition of the basic elements of axiomatic general equilibrium analysis. The main text covers the Arrow-Debreu-McKenzie-model and its interpretation and proves its logical consistency (existence).
(6269 views)