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Suppose that you do not have the equations for the supply or demand curves for diesel-powered school buses, but you know that the price elasticity
- Suppose that you do not have the equations for the supply or demand curves for diesel-powered school buses, but you know that the price elasticity of demand (d) is equal to-2.57 (minus 2.57) and the initial price P*=$70,000 and initial quantity Q*=80,000, what is the change in quantity (Q) when the price increases by $10,000 due to a tax (show step by step calculations to get points)?
- Assume that state's goal/policy is to have 40% of the school bus fleet be electric by 2025. You are provided with the following list of policy impacts from a state perspective. The buses are made by a company in Georgia, but they will be maintained by school district fleet manager from Rhode Island. Also, a pre-feasibility study on electric bus adoption for school districts was conducted and paid for by the state government to an in-state consultancy/resident group (note: the validity of the impacts is irrelevant here, just think in which category you would place these impacts):
Buses Cost = $10.5
Fleet maintenance costs = $1.5
Greenhouse Gas Reductions = $1.8
Federal grant=$2.1
Children's health improvements due to lower air emissions = $5.4
State incentives/subsidies to school districts (aside from the federal grant)=$2.5
Scrap value=$0.4
Proper battery disposal expenditure= $0.2
Pre-feasibility study cost = $0.01
- From a spender's perspective at state level the following are net benefits to the project:
- $5,850,000
- -$1,290,000
- -$6,590,000
- $11,881,000
- From a guardian's perspective at state level the following are the net benefits of the projects:
- +$1,900,000
- +$711,000
- -$9,710,000
- -$3,400,000
- From an analyst's perspective at a state level analysis the following are the net benefits of the projects:
- -$5,010,000
- +$5,010,000
- +$3,800,000
- -$3,130,000
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