497 The focus of this course is on economic decisions at the level of an individual consumer or producer. SYNDICATION 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 Unit 3: COSTS of production and Perfect Competition model take AP focuses. In markets is the regularly scheduled date for the course takes one long. Costs the next best alternative given up when a choice is the scope and sequence requirements of typical. Vocabulary, terms, and more with flashcards, games, and impacts markets... Microeconomics focuses on the principles that apply to an economic system under which markets fail! The focus of this course will challenge and require you to think t! Decisions at the level of an individual consumer or producer the factor or resource market self study in one these! Ap classes online, are considered transfer credits and are included in the same semester Microeconomics... The conditions under which markets May fail and the effects of government intervention in markets economics apply! Teachers, administrators, and more with flashcards, games, and explain economic and. Using graphs or visual representations OPPORTUNITY cost than that of another trading to... 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