A baker can sell as many baguettes as he chooses for $2 per loaf. He estimates his cost in dollars to bake q baguettes to be C(q) = 30+ 2.5q + .004q? How many loaves of bread should he bake in order to minimize his average cost per loaf?
A baker can sell as many baguettes as he chooses for $2 per loaf. He estimates his cost in dollars to bake q baguettes to be C(q) = 30+ 2.5q + .004q? How many loaves of bread should he bake in order to minimize his average cost per loaf?
Chapter7: Systems Of Equations And Inequalities
Section7.1: Systems Of Linear Equations: Two Variables
Problem 4SE: If you are solving a break-even analysis and there is no break-even point, explain what this means...
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I need help solving cost functions
Transcribed Image Text:A baker can sell as many baguettes as he chooses for $2 per loaf. He estimates his cost in dollars to bake q
baguettes to be
C(q) = 30 + 2.5q + .004q?
How many loaves of bread should he bake in order to minimize his average cost per loaf?
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