Microeconomics: An Intuitive Approach with Calculus | 2nd Edition

Thomas Nechyba
Product cover for Microeconomics: An Intuitive Approach with Calculus 2nd Edition by Thomas Nechyba
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ISBN-13: 9781305650718
MindTap Economics for Nechyba's Microeconomics: An Intuitive Approach with Calculus, 2nd Edition is the digital learning solution that powers students from memorization to mastery. It gives you complete control of your course—to provide engaging content, to challenge every individual, and to build their confidence. Empower students to accelerate their progress with MindTap. MindTap: Powered by You. MindTap gives you complete ownership of your content and learning experience with tools curated specifically for your Intermediate Microeconomics course. Animated Video Graph Presentations, interactive Graph Builder exhibits, answers to in-chapter and odd numbered end-of-chapter exercises, and Aplia are all available for the first time. Customize the interactive syllabi, emphasize the most important topics, and add your own material or notes in the eBook.
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About This Product

Present microeconomic theory as a way of viewing the world with MICROECONOMICS: AN INTUITIVE APPROACH WITH CALCULUS, 2E. This book builds on the basic economic foundation of individual behavior. Each chapter contains two sections. The A sections introduce concepts using conversational writing, everyday examples and graphs with a focus on mathematical counterparts. B sections cover the same concepts with precise, accessible mathematical analyses that assume one semester of single-variable calculus. The book offers great flexibility with four distinct paths: a non-game theory path through microeconomics, a path emphasizing game theory, a path highlighting policy issues, or a path focused on business. You can also select when to use the B sections for greater depth and when you simply want an overview of a topic. MindTap is now available with interactive, animated Video Graph Presentations and select Progression Graphs that decompose economic concept graphs into finite steps.