Public awareness campaigns are necessary to educate citizens about the benefits of solar energy and encourage adoption. Effective advocacy can build public support and drive behavior change .
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Public awareness campaigns are necessary to educate citizens about the benefits of solar energy and encourage adoption. Effective advocacy can build public support and drive behavior change .
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Traditional approaches to encouraging consumers to reduce their energy consumption have centered around campaigns that inform consumers of the environmental impact of their actions. Research from economist Hunt Allcott examined the effectiveness of using social pressure to reduce consumption. His study evaluated a program in which an energy company sent some of their customers reports indicating whether they used more, less, or about the same amount of energy as their neighbors. Other customers received no reports. Allcot then compared the energy consumption of the customers who received the reports to those who did not. Which finding from Allcott’s study, if true, would most directly support the use of consumption reports as a strategy for encouraging consumers to reduce their energy consumption? Customers who received reports of lower consumption compared to their neighbors increased their energy use until it matched the level of their neighbors.eliminateCustomers who received reports of higher consumption compared to their neighbors later reduced the amount of energy they used. eliminateA year after the reports were distributed, overall energy consumption for the community had decreased by about 20%.eliminateCustomers who did not receive consumption reports decreased their energy use at a rate similar to those who received reports.
You are serving as an expert witness for the city council of a community. The council is exploring the concept of providing the electrical needs of the community by building a facility with photovoltaic cells to convert sunlight to electric potential energy. But they are facing resistance from members of the community, who claim that there is not enough open land in the community to build such a facility. The opposition is building toward a lawsuit, which the city council wants to avoid. The community requires 2.00 MW of power, and the best photovoltaic cells on the market at the time have an efficiency of 30.0%. In your community, an average intensity of sunlight during the day is 1,120 W/m2. The council members have no idea how much land is needed, so they have asked you to estimate the area of land (in m2) that must be found to construct this facility. (Assume the given average intensity of sunlight is only available for eight hours a day.)
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