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- Look at tesla’s DNSH’s criteria scores versus its peers. Which of thesix environmental objectives has Tesla outperformed its peers (on average) for the fiscal year 2020?1- Q. Please define the terms with an example Commanded Economic Commercial Risk Common LawAssume the following: A community, Manatee, has a small groundwater aquifer, with water to allocate over 2 years. Assume that this resource is non-renewable. Each year is labeled Period 1 and 2, respectively. Use 2 decimal places throughout your work. Water reserves = 12,000 litres, to be allocated over Period 1 & Period 2 Interest rates are at 8% Marginal Benefits: MB1 = 5000 - ½Q1 , MB2 = 5000 - ½Q2 Marginal Costs of extraction: MC1 = 120 , MC2 = 120 (a) What is the optimal allocation of water, under a static efficiency allocation, for both periods? (b) What should the dynamic optimal allocations be (quantities and prices) in Period 1 and Period 2?
- urgent 1.9. Consider a hybrid method that works as follows. The voters registertheir weight in ounces with the election board. Candidate A wins if thetotal weight (literally) of the voters that support him is at least 70%of the total weight of all voters. Otherwise candidate B wins. Does thishybrid method satisfy(a) the anonymity criterion?(b) the neutrality criterion?(c) the monotonicity criterion?(d) the decisiveness criterion?(e) the near decisiveness criterion?12. Can farmers control the internal risks easier? Are there ways to also manage external risks? Why or why not?Three neighboring towns – Marshland, Dampland, and Wetland – all border the same lake. The lake frequently floods causing damage to property in all three towns. Each town would benefit from flood mitigation, but the level of benefits differs. With Z representing the level of mitigation: for Marshland, MB = 3 – Z for Dampland, MB = 4 – 2Z for Wetland, MB = 11- Z The marginal cost of flood mitigation is MC = 2 + 12Z Questions: ***Please Note*** Previous Expert Calculated: Z = 16/3 as the Solution to (a) Math Solver Calculates: Z = 1 ***Please Resolve*** (a) What is the socially optimal level of Z? (b) What would each individual town be willing to pay for this level of flood mitigation? (c) The representative from Wetland proposes that each town pay an equal share for the optimal level of flood mitigation. Would…
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