Luke used regression analysis to fit quadratic relations to monthly revenue, TR, and total cost, TC, data with the following results, where Q is quantity. TR= -0.008Q² + 32Q TC = 0.005Q² +2.2Q + 10 Given the computed amount Q in problem #2, its corresponding maximum profit is PBlank 1 (round off to whole number).
Luke used regression analysis to fit quadratic relations to monthly revenue, TR, and total cost, TC, data with the following results, where Q is quantity. TR= -0.008Q² + 32Q TC = 0.005Q² +2.2Q + 10 Given the computed amount Q in problem #2, its corresponding maximum profit is PBlank 1 (round off to whole number).
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![Luke used regression analysis to fit quadratic relations to monthly revenue, TR, and total cost, TC, data with the following results,
where Q is quantity.
TR = -0.008Q² + 32Q
TC = 0.005Q² +2.2Q + 10
Given the computed amount Q in problem #2, its corresponding maximum profit is Blank 1 (round off to whole number).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F81132743-0f39-4923-a951-3ec5013c9dd5%2Fd2da9d3e-dbe7-4d87-8092-fe97569970b7%2Fd1afw69_processed.png&w=3840&q=75)
Transcribed Image Text:Luke used regression analysis to fit quadratic relations to monthly revenue, TR, and total cost, TC, data with the following results,
where Q is quantity.
TR = -0.008Q² + 32Q
TC = 0.005Q² +2.2Q + 10
Given the computed amount Q in problem #2, its corresponding maximum profit is Blank 1 (round off to whole number).
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