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The marginal cost function, in dollars per item, for producing the x th item of a certain brand of bar stool is given by MC(x)=20-0.5Vx, 0s xs 100. The fixed cost is $200. Estimating the total cost of producing 100 bars tools using the left-rectangle approximation with five rectangles, we conclude that the total cost is approximately $

The marginal cost function, in dollars per item, for producing the x th item of a certain brand of bar stool is given by MC(x)=20-0.5Vx, 0s xs 100. The fixed cost is $200. Estimating the total cost of producing 100 bars tools using the left-rectangle approximation with five rectangles, we conclude that the total cost is approximately $

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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The marginal cost function, in dollars per item, for producing the x th item of a certain brand of bar stool is given by MC(x)=20-0.5/x, 0s xs 100 . The fixed cost is $200. Estimating the total cost of producing 100 bars tools using the left-rectangle approximation with five rectangles, we conclude that the total cost is approximately $
Transcribed Image Text:The marginal cost function, in dollars per item, for producing the x th item of a certain brand of bar stool is given by MC(x)=20-0.5/x, 0s xs 100 . The fixed cost is $200. Estimating the total cost of producing 100 bars tools using the left-rectangle approximation with five rectangles, we conclude that the total cost is approximately $
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