미분적분학 5장 솔루션
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- 2020.01.06
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- 2019.03
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"미분적분학 5장 솔루션"에 대한 내용입니다.
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51. The curves, meeting as they do at 2 and 5, represent the derivatives C 0 and R0. The area (a) between the curves over the interval [0, 2] is the loss resulting from the production of the first 2000 items. The area
(b) between the curves over the interval [2, 5] is the profit resulting from the production of the next 3000 items. The area
(c), as the sum of the two previous (call it (a) + (b)), is without meaning. However, the difference (b)−(a) would be the total profit on the first 5000 items, or, if negative, would represent the loss. The area
(d) between the curves over the interval [5, 6] represents the loss attributable to the (unprofitable) production of the next thousand items after the first 5000.
52. Profit increases when revenue is larger than cost. The point x = 2 represents a local minimum in profit. The point x = 5 represents a local maximum in profit.
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