Ice Cream Example:
Production Cost: $3.50
Ingredients: $2.00
Labor: $0.50
Maintenance: $1.00
Selling Price: $10.00
Benefit-Cost Calculation: $10.00 - $3.50 = $6.50 (Decision: Produce ice cream)
Option 1 (Status Quo):
Year 0 Cost: $10,000
Yearly Revenue: $2,000, $4,000, $6,000 over three years
Net Benefit: $2,000
Option 2 (New Speakers):
Year 0 Cost: $10,000
Yearly Revenue: $0 over two years; $8,600 Year 3
Net Benefit: -$1,400
Option 1: B/C Ratio = 1.2
Option 2: B/C Ratio = 0.86 (indicates less favorable outcome)
Options Identified:
Option 1: Competition Only Pool
Option 2: Competition and Recreation Pools
Option 3: Recreation Only Pool
Technical Option 4: No Pool (Not favored by community)
Construction Costs:
Option 1: $8,967,689
Option 2: $8,030,032
Option 3: $10,918,432
Operating Costs Projections (Years 1-5):
Revenue and Expenses outlined for each option
Combine competition and recreation programming.
Proceed with Site Plan Option #2.
Consider joint ventures with nearby schools for cost recovery.
Recognizes concerns beyond efficiency in decision-making.
Evaluation criteria include cost, political feasibility, fairness, etc.
Analyzes results based on best/worst-case scenarios.
Revisit key assumptions if results are sensitive to changes.
Familiarity with policy analysis and basic cost-benefit analysis is essential.
Next week: Exam 2 study guide discussion and continued focus on policy analysis tools.