Two population function can be cleared up if money is spent on them according to the functions Z 1 780 12c 1 0 5 and Z 2 600 8c 2 0 5 where Z 1 and Z 2 are the pollution levels from the two sources and C 1 and C 2 are expenditures levels (000s) on pollution reduction What is the cheapest way of reducing the total pollution level from 1,380, which is the level it would be without any controls, to 1,000

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Question: Two population function can be cleared up if money is spent on them according to the functions Z 1 = 780 - 12c 1 0.5

Two population function can be cleared up if money is spent on them according to the functions Z₁= 780 - 12c₁^0.5and Z₂ = 600 - 8c₂^0.5 where Z₁and Z₂are the pollution levels from the two sources and C₁and C₂are expenditures levels (000s) on pollution reduction. What is the cheapest way of reducing the total pollution level from 1,380, which is the level it would be without any controls, to 1,000?

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