The cost C (in dollars) of manufacturing x number of high-quality computer laser printers is C(x)=9x^4/3+9x^2/3+600,000 Currently, the level of production is 1,728 printers and that level is increasing at the rate of 250 printers per month. Find the rate at which the cost is increasing each month. The cost is increasing at about $______ per month.
The cost C (in dollars) of manufacturing x number of high-quality computer laser printers is C(x)=9x^4/3+9x^2/3+600,000 Currently, the level of production is 1,728 printers and that level is increasing at the rate of 250 printers per month. Find the rate at which the cost is increasing each month. The cost is increasing at about $______ per month.
Chapter8: Production And Costs
Section8.4: Costs Of Production: Total, Average, Marginal
Problem 1ST
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The cost C (in dollars) of manufacturing x number of high-quality computer laser printers is C(x)=9x^4/3+9x^2/3+600,000
Currently, the level of production is 1,728 printers and that level is increasing at the rate of 250 printers per month. Find the rate at which the cost is increasing each month.
The cost is increasing at about $______ per month.
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