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3 Research report A research report is a professional document in which a researcher details the purpose, method and findings of their project. The report

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3 Research report A research report is a professional document in which a researcher details the purpose, method and findings of their project. The report is written for an audience of professional economists. It should be written in a professional style, employing the correct economic notation and terminology throughout. 3.1 Introduction The first section in your report is the introduction. The introduction provides the reader with the background to the report. You should proved a summary of the purpose of your research, the methodology employed, and summarise your key findings. The introduction has a 100 word limit. 3.2 Analysis The second section in your reports is the analysis section. In this section you must complete each of the steps detailed below. The required analysis draws on content covered in lectures 1-5. When completing the steps you must: . Type all equations using the "Insert Equation' function (or equivalent). . Show all of your working and include sufficient written description for the reader to follow your process. Note that hand draw figures and equations are not acceptable. There is no word/page limit for the analysis section. Step 1: Derive the marginal rate of substitution for the typical low income household. (4 marks) Step 2: Find the household's electricity demand function, and composite good demand function, Use P. to represent the price of doctricity. You should substitute for P, and / using the values in the scenario. (16 marks) Step 3: Find the household's optimal consumption basket under the initial prices (no tax). What utility does the household derive from this basket? (6 marks) Step 4: Find the household's optimal consumption basket if a carbon tax is applied to electricity. What utility does the household derive from this basket? (8 marks) Step 5: What level of compensation must the government provide to the low-income household to restore its welfare to the pre-tax level. Hint: The decomposition consumption basket delivers the initial level of utility at the final prices. (16 marks) 3.3 Conclusion The final section of your research report is the conclusion. Here you must summarise your findings, and discuss the implications on these finding for the scenario. Be sure to base your conclusion on the results in your analysis section and avoid assertions or speculation. The conclusion has a 100 word limit.2 Scenario In the island nation of Autarka, electricity is primarily generated by burning fossil fuels, a significant contributor to climate change. The government has proposed introducing a 50% tax on retail electricity prices to provide consumers with an incentive to save electricity and purchase more energy efficient appliances. Community groups in Autarka have expressed concern that the proposed tax will dis- proportionately hurt low income households. These households spend a larger proportion of their income on energy, and may not be able to afford to purchase new appliances. In response, the government has suggested providing compensation to low income households to ensure that they are no worse off. However, some commentators have criticised this suggestion, claiming that compensation would be too expensive, and drive up demand for electricity amongst low income households. 2.1 Your task Your task is to estimate the impact of the proposed tax on low-income households, and determine the level of compensation necessary to ensure that they are no worse off as a result of the tax. You are also to assess the claims regarding the cost of compensation, and effect of compensation on low-income household demand for electricity. 2.2 Low-income households Using data from household surveys, you have determined that the "typical' low-income household has a monthly income of $1800. The household's preferences are represented by the utility function, U = xy?. where x represents the quantity of electricity consumed, measure in Megawatt hours (Mwh). and y represents the quantity of the composite good consumed. The associate marginal utilities are, MU. =y and MU, = 2xy. The price of electricity is currently P. = $100 per Mwh, and the price of the composite good is normalised to P, = 1

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