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A firms cost function is C(q)= q^2 + 4q+15 and it sells units at a price of 544 per unit. q denotes the number of units.

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A firms cost function is C(q)= q^2 + 4q+15 and it sells units at a price of 544 per unit. q denotes the number of units.

Posted: Sun May 08, 2022 9:16 am
by answerhappygod
A Firms Cost Function Is C Q Q 2 4q 15 And It Sells Units At A Price Of 544 Per Unit Q Denotes The Number Of Units 1
A Firms Cost Function Is C Q Q 2 4q 15 And It Sells Units At A Price Of 544 Per Unit Q Denotes The Number Of Units 1 (8.71 KiB) Viewed 29 times
A firms cost function is C(q)= q^2 + 4q+15 and it sells units at a price of 544 per unit. q denotes the number of units. What is the profit-maximising number of units? Type your answer to the closest whole number.
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