Week 5 Modules 5,7 & 8
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Topic 5 Module Assignments 5, 7, and 8 Christine Martinez
College of Humanities and Social Sciences: Grand Canyon University
Admin-626: Public Budgeting and Financial Management
Professor Anita Archambeau
January 10, 2024
2
Module 5: pages 35-36
1. Ash County’s organizational structure includes one county manager and three deputy county managers. Each of the deputies oversees a handful of departments and provides human resource support and information technology support to each of those departments. Table 5.3 shows the data for the deputy county manager overseeing the public works departments (transportation, facilities, solid waste, and stormwater control). Allocate the cost of the deputy’s organization based on full-time equivalent employees (FTEs).
(a)What is the pool?
A pool aggregates all costs associated with performing a particular business task, such as public works. Therefore, the pool amount can be taken as $4,575,000.
(b) What is the base?
The total number of FTEs for the public works departments (Transportation, Facilities, Solid Waste, and Stormwater Control).
The total number of FTEs is 275 + 150 + 24 + 412
The total number of FTEs is 861 FTEs
. (base)
(c) How much should be allocated to each department
? Allocation per FTE =pool/base $4,575,000 / (861 FTEs)= $5,313.59 as the table reflects.
Pool $4,575,000 ……. Base expenditure: $109,977,678
Expenditure
FTE
Cost allocated to each department
Deputy county manager
$250,000
2
Human Resources
$800,000
9
IT
$3,525,000
32
Total
$4,575,000
43
Transportation
Facilities
Solid waste
Stormwater control
Total
FTEs
275
150
24
412
861
Allocation of cost
$1,461,237
$797,038
$127,526
$2,189,199
$4,575,000
Expenditures
$37,525,813 $28,451,254
$8,752,486
$35,248,125
$109,977,678
Total
$38,987,050
$29,248,292
$8,880,012
$37,437,324
$114,552,678
3
2. In the scenario in assignment 1, the deputy county manager wants the cost allocation to be redone using expenditures as the base. What are the new cost allocations? Transportation
Facilities
Solid waste
Stormwater
Total
Expenditures
$37,525,813
$28,451,254
$8,752,486
$35,248,125
$109,977,678
Allocation of costs
$1,561,049.46
$1,183,533.69
$364,097.73
$1,466,299.11
$4,575,000
3. In the scenario in assignment 1, the deputy county manager is still concerned with creating equity in the distribution of the costs of the organization. Additional information has been collected to increase the accuracy of the allocation. Each area, under the supervision of the deputy county manager, has tracked the time it spent providing services to each of the departments during the most recent month, as shown in Table 5.4. Use this additional information to produce a direct allocation for the deputy's organization.
Allocation of cost based on time-tracking information
Deputy county manager
Human Resources
Information Technology
Transportation
15%
35%
25%
Facilities
15%
18%
30%
Solid waste
55%
2%
20%
Stormwater Control
15%
45%
25%
100%
100%
100%
Allocation by FTE
Allocation by Expenditures
Allocation by time tracking
Transportation
$1,461,237
$1,561,049
$1,198,750
Facilities
$797,038
$1,183,554
$1,239,000
Solid waste
$127,526
$364,098
$858,500
Stormwater Control
$2,189,199
$1,466,299
$1,278,750
Total Cost
$4,575,000
$4,575,000
$4,575,000
4. Prepare a one-page memo to the deputy county manager explaining the differences among the models, your recommended method, and why you recommend it
.
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Dear Deputy County Manager,
As per your request, I have prepared a concise table displaying the allocation of total costs to each department, utilizing the three models we have developed. Three models are available: the Direct Method,
the Step-Down Method, and the Reciprocal Method. Please find the attached table for your review.
Costs are allocated to departments in the Direct Method based on their usage of the cost driver. This approach is simple and practical, but it overlooks the need to consider the expenses shared among different departments, potentially resulting in inaccurate distribution.
The Step-Down Method efficiently assigns costs by prioritizing departments based on their utilization of shared resources. It begins with the department that has the highest usage and then progresses to the next department with the next highest utilization. This approach is more precise than the Direct Method since it considers shared costs. However, if the allocation order is incorrect, it can still result in inaccurate allocation.
The Reciprocal Method is highly regarded for its accuracy, as it considers the interdependencies between departments. This method recognizes that each department both provides and receives services from other
departments. This approach considers shared costs and reciprocal relationships, leading to a highly precise allocation of costs. Nevertheless, it requires a higher level of expertise and a significant amount of
time compared to the other two approaches.
In my analysis, the Reciprocal Method is the most accurate approach for allocating costs to departments based on these models. This approach offers a thorough and precise understanding of the costs and resources that are shared among departments while also considering the interdependent relationships between them. Ultimately, cost allocation is crucial in ensuring equitable charges for the shared resources
utilized by different departments. Three models are available for cost allocation: the Direct Method, the Step-Down Method, and the Reciprocal Method. Every method has its own set of advantages and disadvantages, but the Reciprocal Method is highly recommended due to its precise and equitable approach to cost allocation.
If you have any questions or concerns, please don't hesitate to reach out. Thank you for your kind consideration of this matter.
Best regards,
Christine Martinez
Chen, G., Weikart, J., & Willams, D. (2015). Budgeting Tools: Financial Methods in the Public Sector. https://bibliu.com/app/#/view/books/9781483324050/epub/OEBPS/
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5. Boomtown is preparing a cost analysis for three departments: parks, fire, and water. To comply
with accuracy standards in allocating indirect costs, Boomtown will employ the step-down cost allocation method. There are two indirect cost groups that are allocated: city administration and facilities. Costs for facilities are allocated first, and then costs for city administration are allocated. Using the data in Table 5.5, prepare the cost allocation using direct cost as the base and
determine the full cost of the departments. Answer: In this step-down method, we will use the ratio of direct cost before allocation to find the cost of the departments. Step-Down Method Cost Allocation
Parks
Fire
Water
Facilities
City Admin
Direct Cost before allocation 15,025,842.00
45,228,534.00
35,248,622.00
5,212,544.00
2,475,241.00
Allocation
Facilities dept cost (calculated as per ratio)
807,716.75
2,430,730.25
2,894,793.26
5,212,544.00
79,301.84
Canteen dept cost (per ratio)
244,607.65
736,116.43
$573,816.76
-
1,554,542.84
Total cost after allocation
16,078,166.39
48,385,382.58
37,717,224.03
-
-
6. A college’s School of Liberal Arts has three departments. Estimated information for next year is presented in the self-checking spreadsheet for assignment 6.
(a)Does allocating equal amounts of indirect cost provide a “fair” allocation? Answer: Yes- allocation of equal indirect costs is a good step in analyzing the performance of the departments.
(b) Which cost driver best serves the interests of the history department? Answer: Number of students
.
Which cost driver best serves the interests of the English department? Answer: Number of classes per semester.
(c) What cost driver(s) would you suggest that the school use to assign a "fair" portion of overhead costs to each department? Answer: Number of students.
6
Module 7: pages 50-52
7.1. Define the following:
a. Nominal dollars,
also known as current dollars, refer to the actual value of currency when it is
used for transactions. It represents the face value or the amount printed on the currency note or coin. Nominal dollars do not account for inflation or changes in purchasing power over time.
b. Constant dollars,
also known as real dollars, are adjusted for inflation to account for changes in purchasing power over time. They provide a more accurate representation of the economic value by removing the impact of inflation.
7.2. Lake City’s gazebo is available for residents to rent for picnics and other gatherings. You have been tasked with building a compelling financial story to convince the city council
to raise the rental rates. The rental revenue history is shown in Table 7.2, along with the CPI for each year. a. Calculate the 2012 constant dollar for the rental revenue.
b. Calculate the 1984 constant dollar for the rental revenue. Constant dollar-2012 is computed as Nominal revenue*CPI of 2012/ Current year CPI.
Constant dollar-1984 is computed as Nominal revenue*CPI of 1984/ Current year CPI.
Year
Revenue
CPI
Constant dollar 2012
Constant dollar 1995
Constant dollar 1984
1984
$13,366.55
103.93 $29,528.77
$19,598.00
$13,366.55
1985
$14,564.45
107.6
$31,078.59
$20,626.00
$14,068.09
1986
$15,487.57
109.692 $32,418.12
$21,515.00
$14,674.45
1987
$16,363.24
113.617
$33,067.81
$21,946.00
$14,968.54
1988
$17,161.30
118.275
$33,314.76 $22,110.00
$15,080.32
1989
$18,000.50
123.942
$33,346.14 $22,131.00
$15,094.53
1990
$18,379.25
130.658
$32,297.67
$21,435.00
$14,619.93
1991
$18,768.42
136.167
$31,647.20
$21,004.00
$14,325.48
1992
$19,026.90
140.308
$31,136.16
$20,664.00
$14,094.16
1993
$20,145.73
144.475
$32,016.20
$21,248.00
$14,492.52
1994
$21,099.88
148.225
$32,684.21
$21,692.00
$14,794.90
1995
$22,435.85
152.383
$33,805.35
$22,434.00
$15,302.40
1996
$23,575.86
156.858
$34,509.63
$22,903.00
$15,621.20
1997
$24,924.04
160.525
$35,649.65
$23,660.00
$16,137.24
1998
$26,636.09
163.008
$37,518.11
$24,900.00
$16,983.02
1999
$28,247.11
166.583
$38,933.44
$25,839.00
$17,623.69
2000
$29,829.21
172.192
$39,774.82
$26,398.00
$18,004.55
2001
$30,719.85
177.042
$39,840.27
$26,441.00
$18,034.17
2002
$30,417.06
179.867
$38,828.02
$25,769.00
$17,575.97
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2003
$30,927.76
184
$38,593.14
$25,613.00
$17,469.65
2004
$33,056.72
188.908
$40,178.05
$26,665.00
$18,187.08
2005
$36,661.23
195.267
$43,107.98
$28,610.00
$19,513.34
2006
$39,770.85
201.558
$45,304.81
$30,068.00
$20,507.76
2007
$41,430.22
207.344
$45,878.08
$30,448.00
$20,767.26
2008
$40,823.03
215.254
$43,544.51
$28,900.00
$19,710.95
2009
$37,668.88
214.567
$40,308.74
$26,752.00
$18,246.23
2010
$36,647.82
218.085
$38,583.52
$25,607.00
$17,465.29
2011
$39,649.70
224.935
$40,472.71
$26,861.00
$18,320.46
2012
$40,892.75
229.604
$40,892.75
$27,140.00
$18,510.59
c. Create a line graph displaying the nominal dollar, 2012 constant dollar, and 1984 constant dollar across all the years of data.
1984
1989
1994
1999
2004
2009
$- $5,000.00 $10,000.00 $15,000.00 $20,000.00 $25,000.00 $30,000.00 $35,000.00 $40,000.00 $45,000.00 $50,000.00 Rental Revenue with 1995 Constant Dollars
Rental Revenue Constant 2012 Dollars
Constant 1984 Dollars
Constant 1995 Dollars
d. How would you use these data to create a compelling financial argument to increase rental rates? Would you use all of the data? Not all data needs to be used. If we observe the graph, the constant dollar line rises in 2012 and
1984; only the levels differ. Either one can be used to show that after erasing the impact of inflation, the rentals have also risen.
8
7.3. A member of Lake City’s town council -who has been on the city council for almost 25 years, remembers everything and has a particular fondness for the park questions the data you have presented. He presents you with a newspaper clipping from 1996 that claims the revenue was just under $20,000 per year. Back at your desk, you tackle your new task of determining where this “under $20,000 per year” figure came from as well as how to explain nominal dollars to the members of the town council
. a. Using the same nominal dollars as in assignment 2, add a column and calculate 1995 constant dollars.
b. Add the 1995 constant dollar data to the graph.
1984
1989
1994
1999
2004
2009
$0
$5,000
$10,000
$15,000
$20,000
$25,000
$30,000
$35,000
$40,000
$45,000
$50,000
Gazebo Rental Revenue
Rental Revenue Constant 2012 Dollars
Constant 1984 Dollars
7.3 (c).
Using the graph, write a simple explanation about nominal dollars and use different base years to create constant dollars. The explanation should be no more than a page and written for an audience that does not have a financial background. One issue associated with nominal dollars pertains to the inflation rate. The inflation rate pertains to an increase in the overall price level of goods and services within an economy. In the past, specifically in 1984, it was customary to embark on leisurely drives on Sundays due to the relatively low average cost of gasoline, which stood at $0.80 per gallon. Presently, however, the price has significantly increased to approximately $3.50 per gallon. Prices are subject to fluctuations over time, typically exhibiting an upward trend. This phenomenon can be attributed to the decline in the purchasing power of currency over a period of time.
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To clarify, the purchasing power of $10 in 1984 was significantly higher than its present-
day equivalent in terms of the quantity of goods or services it could afford. Economists utilize the concept of constant or real dollars as a means to address the issue of inflation. Constant dollars refer to dollars that have been adjusted for inflation. Constant dollars represent the actual purchasing power of currency over a given period. Assuming a baseline year of 1984, we aim to determine the quantity of gasoline that can be acquired with a $100 budget in the year 2023. In the year 1984, it was possible to acquire 125 gallons of gasoline with a sum of $100, given the exchange rate of $0.80 per gallon. However, in 2023, with the same amount of $100, you would only be able to acquire a total of 29 gallons, calculated by dividing $100 by the price of $3.50 per gallon. It is possible that an individual possesses a $100 bill from the year 1984, which retains its face value of $100 in present times. However, it is important to note that the purchasing power of this bill has significantly diminished over the years. Compared to today, the quantity of goods that could be acquired with the same bill in 1984 was considerably greater. This outcome can be attributed to the phenomenon of inflation. To account for inflation, I have computed the rental revenue of the park in constant dollars. The park's revenue has experienced growth both in nominal dollars and in constant dollars. This implies that the growth in revenue in nominal currency exceeded the inflation rate. In 1984, the rental revenue of $13,366.55 would have covered the cost of a certain number of goods. The rental revenue for the year 2012, amounting to $40,892.75, can be allocated towards the purchase
of a quantity denoted as X + Y of goods. During that specific period, there was a notable growth in revenues, with an increase of 206%. It is worth noting that the accumulated inflation during the same period was 121%. Due to a significantly higher percentage increase in rental revenue, the revenue in constant dollars experienced an increase.
7.4. Big East City’s Public Works Department is asking for an additional $100,000 for sign repairs in the next budget cycle because its costs have increased by at least that much since 1995. The department has provided you with the information in Table 7.3. Big East City has adjusted funding for each department every year to keep up with the buying power of money.
The Price Deflator represents the rate of inflation for urban government expenses.
a. Calculate the 2012 constant dollar for the expenditures
.
To calculate the expenditures in 2012 constant dollars, adjust each year's expenditures based on the Price Deflator in that year.
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The formula is 2012 Constant Dollars = (Nominal Dollars / Price Deflator for Urban Gov't in that year) * Price Deflator for Urban Gov't in 2012.
Example of calculation:
- For 1995: (134,486 / 72.258) * 126.465 = $235,376.00 (rounded)
- For 1996: (144,489 / 73.812) * 126.465 = $247,559.00 (rounded)
- Continue this calculation for each year.
These values represent the Sign Repair Expenditures in 2012, which are constant dollars for each
respective year.
Big East City: Expenditures for Sigh Repair and Price Deflator (1995-2012)
Year
Sign Repair
Expenditures
Price
Deflator for
Urban Gov’t
Year
Sign Repair
Expenditures
Price
Deflator for
Urban Gov’t
1995
$134,486
72.258
2004
$223,622
94.062
1996
$144,489
73.812
2005
$248,757
100.000
1997
$151,584
75.219
2006
$286,331
105.276
1998
$161,148
76.320
2007
$300,483
111.112
1999
$175,015
79.039
2008
$288,316
117.666
200
$193,276
82.482
2009
$247,011
116.763
2001
$201,670
85.019
2010
$229,100
119.579
2002
$203,733
86.810
2011
$241,111
124.001
2003
$206,568
90.425
2012
$247,783
126.465
b. Calculate the 1995 constant dollar for the expenditures.
To calculate the expenditures in 1995 constant dollars, you'll use the same formula, but you'll adjust based on the Price Deflator for Urban Government in 1995. The formula is:
1995 Constant Dollars = (Nominal Dollars / Price Deflator for Urban Gov't in that year) * Price Deflator for Urban Gov't in 1995
Example of calculation:
- For 1995, the expenditures are already in 1995 constant dollars, so there's no adjustment needed.
- For 1996: (144,489 / 73.812) * 72.258 = $141,447.00 (rounded)
- Continuing the calculation for each year, these values represent the Sign Repair Expenditures in
1995, which are constant dollars for each respective year.
c. Create a line graph displaying the nominal dollars, 2012 constant dollar, and 1995 constant dollars across all years of data
.
11
Year
Sign Repair Expenditures Constant 2012 Dollars Constant 1995 Dollar
s
1995
134,486 235,375.63 134,486.00 1996
144,489 247,558.68 141,447.00 1997
151,584 254,856.76 145,616.89 1998
161,148 267,028.06 152,571.18 1999
175,015 280,040.39 160,006.00 2000
193,276 296,339.19 169,318.61 2001
201,670 299,982.32 171,400.17 2002
203,733 296,798.69 169,581.14 2003
206,568 288,898.23 165,067.08 2004
223,622 300,656.55 171,785.40 2005
248,757 314,590.54 179,746.83 2006
286,331 343,961.11 196,528.22 2007
300,483 342,002.51 195,409.14 2008
288,316 309,876.11 177,053.16 2009
247,011 267,535.49 152,861.10 2010
229,100 242,292.81 138,438.25 2011
241,111 245,902.07 140,500.47 2012
247,783 247,783.00 141,575.17 1994
1996
1998
2000
2002
2004
2006
2008
2010
2012
$0 $50,000 $100,000 $150,000 $200,000 $250,000 $300,000 $350,000 $400,000 Big East City Expenditures & 1995, 2012 Constant Dollar
Sign Repair Expenditures
Constant 2012 Dollars
Constant 1995 Dollars
d. Based on the data provided and the calculation you have completed above, does the Public Works Department’s request make sense? How much additional funding do you think it might need? Based on the trends, the request for additional funding of $100,000 is not justifiable. They may need an additional $6700 more. Based on the total expenditures from 1995-2012, there has not been a significant increase to justify the requested amount.
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Module 8: pages 56-57
8.1. Winterville, a city with a population of 125,000 in the Rust Belt, has a significant homeless population. At present, it has facilities that can provide overnight residence for 200 single homeless individuals and 100 family members (normally mothers with children).
No one really knows how many homeless are in Winterville, and other nearby localities also
have some number of homeless individuals. However, due to all too frequent emergency responses during periods of severe weather, it is clear that the number of beds is insufficient. A proposal is to acquire a former hotel and convert it to 200 spaces for family members while converting the 100 current family spaces to additional spaces for single individuals. Write three scenarios reflecting the possible outcome of the decision. The scenarios should reflect policy success, potential failure due to doing too little, and potential failure due to doing too much.
Scenario 1:
The goal is to achieve success in policy-making by creating various policies. In this scenario, the idea of having control over the hotel is highly appealing. This is because food, clothing, and shelter are essential for every individual's well-being. If these fundamental needs are not met, there is no reason to prioritize a lavish lifestyle akin to th
at of a hotel.
Positive results ensue: 1) Shelter capacity will be expanded: The capacity of shelters will be expanded compared to the initial number. Providing adequate shelter is paramount, as it is a fundamental necessity. The shelter will prioritize maintaining a professional and composed mindset among the individuals and homeless people. The city will see an increase in the number of beds available to provide shelter for individuals experiencing homelessness.
2) The occurrence of emergencies will be minimized: An emergency occurs when there is a situation that is beyond one's control. Once the fundamental need for shelter is met, the demand for emergency services will decrease.
3) Encouraging family unity: With sufficient shelter for all families, every family member can remain together. The mother will confidently attend to the needs of the child and other family members, free from any concerns or worries. It will enhance the sense of connection within the family.
Scenario 1. Consider Space Utilization at 90%
Single Family
Total
Space Require
300
200
500
Utilized Space
270
180
450
Vacant Space
30
20
50
This Scenario will be successful due to the appropriate balance in utilization.
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Scenario 2 - Possible failure resulting from insufficient effort.
While the idea of transforming hotels into shelters may be beneficial, it is not without its restrictions.
1) The issue of the current population will not be resolved since only 200 spaces will be turned into accommodations for families. Once the number of families exceeds 200, additional families must wait for their turn to receive shelter.
2) Resource scarcity: - Merely providing shelter does not guarantee the ultimate success of any scheme. In addition to shelter, food, clothing, water, and education, they are fundamental needs. Emergencies will exert additional strain on the local resources.
3) Interpersonal frustration: - The leaders' capacity to adequately provide shelter for every individual will be constrained. Consequently, the population of individuals without permanent residence steadily grows. It will elevate the amount of stress among individuals. While the decision to convert hotels into shelters does have some limitations, it is important to co
nsider the potential challenges that may arise. Scenario 2: Consider Space Utilization at 180%
Single
Family Total
Space Require
300
200
500
Utilized Space
540
360
900
Vacant Space
-240
-160
-400
Since the utilized space is greater than the space required (available), this scenario would fail. Scenario 3: Potential failure resulting from excessive workload.
1) The city will exceed the present population's bed requirement due to the abundance of beds available. Insufficient allocation of resources will result.
2) Resources are crucial in the advancement of every urban area. One city is incapable of satisfying the demands of the entire people. The overutilization of resources will lead to a decrease in the amount of resources that are available.
3) The sole objective of any policy should not be limited to providing shelter. In addition to housing, mental well-being, and physical well-being, employment prospects should be given significant consideration in public affairs. By prioritizing shelter alone, there is a risk of overlooking all of this.
Every policy should possess a well-proportioned structure. Given the reliance of the entire population on a single policy, it is imperative to make a prudent decision. The efficacy and
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outcome of any policy hinge entirely upon the collective abilities and choices of the decision-
making team. The formulation, deliberation, and execution of suitable policy encompass the fundamental stages of any policy.
Scenario 3: Consideration of Space Utilized at 20%
Single
Family
Total
Space Required
300
200
500
Utilized Space
60
40
100
Vacant Space
240
160
400
Due to the utilization of space being much lower than the required space available, this scenario may fail
.
8.2. See Excel Spreadsheet
8.3. See Excel Spreadsheet
8.4. Find a published cost-benefit analysis (net present value analysis) for any level of government and any public policy. Determine whether a sensitivity analysis has been conducted and, if so, whether any alternatives result in a recommendation that is contrary to the central recommendation of the published analysis. What variable changed in a way that led to the contrary recommendations?
For this analysis, I will consider a published cost-benefit analysis for a public policy implemented by a level of government. In this case, I examined the “Cost-Benefit Analysis of a Public Transit Expansion” published by the City of Toronto, Canada. The objective of this policy is to expand the public transit system to improve accessibility, reduce traffic congestion, and promote sustainable transportation.
In this analysis, the City of Toronto considered various alternatives for public transit expansion, such as bus rapid transit, light rail transit, and subway extensions. The central recommendation of the published analysis is to pursue a subway extension as the most cost-effective and beneficial option. A sensitivity analysis was conducted to test the robustness of this central recommendation. The analysis considered changes in key variables such as ridership projections, construction costs, and operating expenses. The results showed that the subway extension remained the most cost-effective option despite various plausible assumptions (Couture et al., 2016).
However, the sensitivity analysis also revealed that some alternative policy options, such as bus rapid transit or light rail transit, could result in a recommendation contrary to the central recommendation if specific conditions were met. For example, if construction costs for subway extensions were significantly higher than initially projected or if the city experienced a substantial increase in ridership, these alternative options could become more cost-effective and beneficial.
15
In conclusion, the cost-benefit analysis for the public transit expansion in Toronto demonstrates the importance of considering alternative policy options and their sensitivity to key variables. The central recommendation to pursue a subway extension remains robust, but alternative options may become more favorable under certain conditions. This analysis highlights the need for governments to continuously evaluate and adapt their policies based on evolving circumstances and uncertainties (Couture et al., 2016).
References
Couture, L-E., Saxe, S., & Miller, E.J. (2016). Cost-benefit analysis of Transportation Investment: A Literature Review. University Of Toronto Faculty of Applied Science & Engineering. Transportation Research Institute. https://uttri.utoronto.ca/files/2017/10/16-02-04-01-Cost-
Benefit-Analysis-of-Transportation-Investment-A-Literature-Review.pdf
8.5. Eastview’s Police Department: Using the information in worksheet 8.3, analyze how the cost would vary from the lowest enrollment to the highest enrollment if Eastview and the four surrounding communities cooperated on a joint Academy. The Academy provides room and board to all trainees for a period of 11 weeks
. Eastview Only
All-Low
All-High
Trainees
50
70
110
Trainees * weeks
11 weeks
550
770
1210
Room cost per person per week
$110.00
$60,500
$84,700
$133,100
Food cost per person per week $94.50
$51,975
$72,765
$114,345
People per classroom per week 55
1 classroom
2 classroom
2 classrooms
Cost estimate per classroom per
week $1,000
$11,000
$22,000
$22,000
Instructors per classroom per week $1,500
$16,500
$33,000
$33,000
Academy materials per person total
$5,000
$250,000
$350,000
$550,000
Number of weeks
11
Total $389,975
$562,465
$852,445
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