SOLUTION: For a small manufacturing firm, the unit cost C(x) in dollars of producing x units per day is given by
C(x) = x^2 − 80x + 6000.
How many items should be produced per day
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-> SOLUTION: For a small manufacturing firm, the unit cost C(x) in dollars of producing x units per day is given by
C(x) = x^2 − 80x + 6000.
How many items should be produced per day
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Question 841744: For a small manufacturing firm, the unit cost C(x) in dollars of producing x units per day is given by
C(x) = x^2 − 80x + 6000.
How many items should be produced per day to minimize the unit cost?
You can put this solution on YOUR website! For a small manufacturing firm, the unit cost C(x) in dollars of producing x units per day is given by
C(x) = x^2 − 80x + 6000.
How many items should be produced per day to minimize the unit cost?
What is the minimum unit cost?
C(x) = x^2 − 80x + 6000.
complete the square:
C(x) = (x^2−80x+1600)-1600 + 6000.
C(x)=(x-40)^2+4400
How many items should be produced per day to minimize the unit cost?40
What is the minimum unit cost?4400 dollars
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