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MMLU-Pro / 187 / Assume that some function, K = F (i) is the cost of the production and marketing…

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question

Assume that some function, K = F (i) is the cost of the production and marketing of a product, and the total cost (K) is solelydependantupon the number of items produced, whereistands for the number of items produced. Then, the average rate of change in cost = {change in total cost / change in number of items) ; (\DeltaK/\Deltai) = [{F(i_2) - F(i_1)} / {i_2 - i_1}]. Suppose the production and marketing cost of a pair of compasses is K = F (i) = 3\surdi . When O \leqi\leq 250. What then, is the average rate of change in cost, (a) fromi= 25 toi= 100 ? (b) fromi= 25 toi= 225 ?

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stemez-Business

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upstream_id / Original problem ID: 187
task_id: 518f7678-6ccd-52ab-b2bb-ffd40dfa1db8
task_key: default--test--187
task_revision_id: 1
config / split: default / test

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