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The Total Cost in Dollars of Producing X Lawn Mowers

Question 41

Multiple Choice

The total cost in dollars of producing x lawn mowers is given by C(x) = 4,000 +90x - The total cost in dollars of producing x lawn mowers is given by C(x)  = 4,000 +90x -   Find the marginal average cost at x = 20,   and interpret the result. A)  -$10.33; a unit increase in produuction will decrease the average cost per unit by approximately $10.33 ata production level of 20 units. B)  -$13.33; a unit increase in production will decrease the average cost per unit by approximately $13.33 at a production level of 20 units. C) -$1.33;  unit increase in prodction will decrease the average cost per unit by approximately $1.33 at a production level of 20 units. D)  -$20.33; a unit increase in production will decrease the average cost per unit by approximately $20.33 at a production level of 20 units. Find the marginal
average cost at x = 20, The total cost in dollars of producing x lawn mowers is given by C(x)  = 4,000 +90x -   Find the marginal average cost at x = 20,   and interpret the result. A)  -$10.33; a unit increase in produuction will decrease the average cost per unit by approximately $10.33 ata production level of 20 units. B)  -$13.33; a unit increase in production will decrease the average cost per unit by approximately $13.33 at a production level of 20 units. C) -$1.33;  unit increase in prodction will decrease the average cost per unit by approximately $1.33 at a production level of 20 units. D)  -$20.33; a unit increase in production will decrease the average cost per unit by approximately $20.33 at a production level of 20 units. and interpret the result.


A) -$10.33; a unit increase in produuction will decrease the average cost per unit by approximately $10.33 ata
production level of 20 units.
B) -$13.33; a unit increase in production will decrease the average cost per unit by approximately $13.33 at a
production level of 20 units.
C) -$1.33; unit increase in prodction will decrease the average cost per unit by approximately $1.33 at a
production level of 20 units.
D) -$20.33; a unit increase in production will decrease the average cost per unit by approximately $20.33 at a
production level of 20 units.

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