Explain why you should or shouldn't change the level of abatement if you abate a total of 1.0 Mg/L of nitrate contamination. In answering this question, you should be working with the appropriate marginal decision rule and interpreting the appropriate values implicit in the graph.
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- The problems with e.g."Acid rain" created by emissions of sulfur dioxide has been onemajor problem in Sweden, not least because emissions have occurred in other countries (eg England and Denmark) andthen transported here. Now assume that if one tonne of sulfur is emitted in England, it results in one (1) gram of sulfur deposition in Sweden. The corresponding deposit of one tonne of sulfur emissions in Denmark is assumed to be 3 grams. Suppose further that The socio-economic damage of one gram of sulfur deposit can be estimated at SEK 0.10.The marginal cost of reduce sulfur emissions in England is estimated at Z SEK per tonne, and in Denmark the equivalent is estimatedcost to 2Z SEK per tonne. Z indicates here the emission reduction in tonnes (eg in Denmark it would cost SEK 4 toreduce emissions by two tonnes). In other words, Z = 0 corresponds to the emission level where there is no reductionemissions occur. a) Suppose now that the European Union decides that Denmark and England…The Upstream Nukem Co. uses a technology that produces pollutants as a by-product. The company dumps these pollutants into Radiant River. The only way that Nukem can reduce pollution is by cutting output. Nukem's profits, expressed as a function of the amount æ (in tons) of pollutants per day, is IIN(x) = 80x - 5x² The pollution adversely affects the performance of Downstream Glowing Fisheries. Glowing's profit, as a function of the quantity of pollution, is given by IIG(x) = K - 5x² where K is a constant relating to all factors other than pollution. (i) If there are no restraints on pollution and no negotiations between the two companies, how much pollution will Nukem produce per day? x =. O 10 8 06 O 4 02 (ii) What is the socially optimal quantity of pollution? * 02 O 4 O 3 O 1 05 ||The Upstream Nukem Co. uses a technology that produces pollutants as a by-product. The company dumps these pollutants into Radiant River. The only way that Nukem can reduce pollution is by cutting output. Nukem's profits, expressed as a function of the amount x (in tons) of pollutants per day, is IIN (x) = 80x - 5x² The pollution adversely affects the performance of Downstream Glowing Fisheries. Glowing's profit, as a function of the quantity of pollution, is given by IIG(x) = K - 5x² where K is a constant relating to all factors other than pollution. (i) If there are no restraints on pollution and no negotiations between the two companies, how much pollution will Nukem produce per day? x =. 10 8 ОС 4 2 (ii) What is the socially optimal quantity of pollution? x* = 1 5 со ст 3 O 2
- Health economists in Alberta have determined that the following Rational Relation, C(x) x + 1300 100-x represents the expected cost, C(x), in millions of dollars, to vaccinate x% of the Alberta population against COVID-19, once a vaccine becomes available and has been purchased by the federal government and distributed to each province. 3 a) Graph the relation on the mathematical domain using Desmos and appropriately label and title the graph. Attach the graph with this submission. b) Simplify the right hand side of this relation to one fraction, fully factored. Clearly show the algebra.Do you think that there are some industries worldwide disrupted by covid-19? Take example of any 2 industries which have positive impact and at 2 industries with negativediscuss about negative impact in Cambodia's garment industry before Covid-19.
- A large company in the communication and publishing industry hs quantified the relationship between the price of one of its products and the demand for this product as Price = 160 -0.01 xDemand for an annual printing of this particular product. The foxed costs per year (ie. per printing) = $4T 000 and the variable cost per unit = $35. What is the maximum profit that can be achieved? What is the unit price at this point of optimal demand? Demand is not expected to be more than 7,000 units per year. The maximum profit that can be achieved is S. (Round to the nearest dolar.) The unit price at the point of optimal demand is S per unit (Round to the nearest cent)DO NOT USE LAGRANGIANUse 7.3