Suppose that the total cost of manufacturing r units of a certain commodity is C(x) = 2r + 6.r + 12. Use differentials to approximate the cost of producing the 21st unit. Compare this estimate with the cost of actually producing the 21st unit. %3D
Suppose that the total cost of manufacturing r units of a certain commodity is C(x) = 2r + 6.r + 12. Use differentials to approximate the cost of producing the 21st unit. Compare this estimate with the cost of actually producing the 21st unit. %3D
Chapter1: Making Economics Decisions
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![2.22 Suppose that the total cost of manufacturing x units of a certain commodity is
C(x) = 2r + 6.r + 12. Use differentials to approximate the cost of producing the
21st unit. Compare this estimate with the cost of actually producing the 21st unit.
2.23 A manufacturer's total cost is C(x) = 0.1.r – 0.25x² + 300x + 100 dollars, where
x is the level of production. Estimate the effect on the total cost of an increase in the
level of production from 6 to 6.1 units.
2.24 It is estimated that years from now, the population of a certain town will be
F(1) = 40 - (8/(! + 2)]. Use differentials to estimate the amount by which the
population will increase during the next six months.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F79765b6c-0314-47be-b611-dd56c6bb8d58%2F2cbb5852-b91f-4e9a-922a-377942208e1f%2F743qtbo_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2.22 Suppose that the total cost of manufacturing x units of a certain commodity is
C(x) = 2r + 6.r + 12. Use differentials to approximate the cost of producing the
21st unit. Compare this estimate with the cost of actually producing the 21st unit.
2.23 A manufacturer's total cost is C(x) = 0.1.r – 0.25x² + 300x + 100 dollars, where
x is the level of production. Estimate the effect on the total cost of an increase in the
level of production from 6 to 6.1 units.
2.24 It is estimated that years from now, the population of a certain town will be
F(1) = 40 - (8/(! + 2)]. Use differentials to estimate the amount by which the
population will increase during the next six months.
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