| Course | MSW 549 Structural Inequality in Race, Class, and Gender |
|---|---|
| Week | 7 |
| Paper type | School funding analysis |
| Length | About 520 words, 5 pages |
| Format | APA 7 student paper |
| School | Chamberlain University |
| Program | Master of Social Work (MSW) |
| Updated | October 2026 |
Free sample paper for MSW 549 Week 7
School Funding Analysis Under Michigan's Foundation Allowance With the Arithmetic Shown: Two Illustrative Districts, Eighteen Mills on Nonhomestead Property, the State Filling the Gap to $10,050 and the Building Money No Formula Equalizes
Student Name
Chamberlain University
MSW 549: Structural Inequality in Race, Class, and Gender
Instructor Name
Month Day, Year
School Funding Analysis Under Michigan's Foundation Allowance With the Arithmetic Shown: Two Illustrative Districts, Eighteen Mills on Nonhomestead Property, the State Filling the Gap to $10,050 and the Building Money No Formula Equalizes
The Formula, in Its Own Terms
For 2025-26, Michigan's target foundation allowance is $10,050 per pupil. Each district levies 18 mills on nonhomestead property, such as businesses and rental housing; the state calculates what that levy raises and pays the rest of the foundation allowance from the School Aid Fund (House Fiscal Agency, 2026). Homeowners' primary residences are exempt from the 18 mills.
Two Illustrative Districts
The two districts below are illustrative, with round numbers chosen to show the formula; the rates and the foundation amount are Michigan's. Each has 5,000 pupils. District A has $600 million of nonhomestead taxable value. District B has $90 million.
Round numbers keep the arithmetic easy to follow; any two districts with different nonhomestead property per pupil would show the same pattern.
The Arithmetic, Shown
One mill is $1 per $1,000 of taxable value. District A: $600,000,000 × 0.018 = $10,800,000; divided by 5,000 pupils, $2,160 per pupil. District B: $90,000,000 × 0.018 = $1,620,000; $324 per pupil. Same rate, different money: a difference of $1,836 per pupil.
Follow the State Money
State aid is the foundation allowance minus local revenue. District A: $10,050 − $2,160 = $7,890 per pupil. District B: $10,050 − $324 = $9,726 per pupil.
The state spends $1,836 more per pupil in District B than in District A, which is exactly the difference in what their local levies raised. That is the formula working as designed.
Totals After Aid
Both districts end at $10,050 per pupil for operations. For this part of school funding, the formula erases the gap entirely.
The Money No Formula Equalizes
Buildings are different. Districts pay for construction and major repairs with voter-approved debt and sinking fund mills levied on all taxable property. Suppose each district levies 3 sinking fund mills. District A has $2.4 billion of total taxable value; District B has $400 million. A raises $7,200,000, or $1,440 per pupil. B raises $1,200,000, or $240 per pupil. The same vote by residents produces six times as much building money in A.
What an Average Hides
A per-pupil figure is a district average. It does not show how money is spread among schools, or how much a district must spend on special education and transportation before the classroom.
Some districts also receive more than the target foundation because of protections written into the formula when it began, so the equalization shown here applies to districts at the target.
What the Analysis Shows
Michigan's operating formula equalizes most districts at the foundation allowance. The inequality moves to buildings, where local wealth still decides what a mill buys.
References
House Fiscal Agency. (2026). Basics of the foundation allowance: FY 2024-25 update. Michigan House of Representatives. https://www.house.mi.gov/hfa/PDF/Alpha/Fiscal_Brief_Basics_of_the_Foundation_Allowance_FY25_Update_Feb2026.pdf
Reading the MSW 549 Week 7 instructions
The school funding analysis shows the arithmetic on the page. For each district, give the taxable value base, the pupil count, the millage and the product, with sources for the rates and the formula. Divide to get local revenue per pupil and show the subtraction between districts. Then state the state formula in its own terms: the guaranteed amount, the local share expected and the aid that fills the gap. Report totals after aid. Look for funding the formula does not equalize, such as building funds. Say what a per-pupil average hides. If you use illustrative districts, say so clearly and keep the statutory rates real.
How this MSW 549 Week 7 example is built
The formula section states the 2025-26 target foundation and the 18-mill levy on nonhomestead property, citing the House Fiscal Agency (2026). The districts section labels two illustrative districts of 5,000 pupils with $600 million and $90 million of nonhomestead value. The arithmetic section multiplies by 0.018 and divides by pupils. The state money section subtracts each local amount from $10,050 and explains the $1,836 difference in aid. The totals section shows both at $10,050. The building section applies 3 mills to $2.4 billion and $400 million of total value. The average section notes school-level spread and districts above the target. A closing section states what the formula equalizes and what it leaves to local wealth.
Reading the MSW 549 Week 7 grading rubric
Graders check that the multiplication is shown and state aid followed through. A paper that reports budget differences without computing them loses the most. Credit goes to the formula stated, the arithmetic shown step by step, local revenue per pupil compared, state aid computed, totals after aid reported and unequalized funds identified. Illustrative figures are acceptable when labeled and when the rates are real. Sources should be cited in APA. Leaving out state aid is penalized, because it describes only half the system and a reader could correct the conclusion in a sentence. Labeling illustrative figures clearly protects the analysis from seeming to report real budgets.
Common MSW 549 Week 7 mistakes, and how to avoid them
Funding papers most often slip by stopping at local revenue and calling it inequality, when state aid changes the picture. Another common gap is leaving out the property value base, which makes the arithmetic impossible to check. Some papers present district averages as if every school received them. Others pick districts by reputation without published figures. If your state uses a different formula, describe its guarantee and local share in the same steps. An analysis that shows where the formula equalizes and where it does not gives the reader a precise picture of the remaining gap. Put every multiplication on its own line with units, so a reader can check it with a calculator.
Get a MSW-549 Week 7 example written to your instructions
Name the two districts, or the state, and let us pick a pair where both budgets are published and the formula is documented. A custom analysis gets written with the assessed value, the rate, the product and the aid calculation all shown so you can reproduce every figure. It comes back inside 24 to 48 hours and the first one is free.
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MSW 549 Week 7 questions, answered
Which two districts make a workable pair?
Two in the same state, governed by the same formula, both publishing a budget and an assessed valuation, and differing sharply in the taxable value standing behind each pupil. Adjacency helps because it removes arguments about regional costs. What does not work is a pair from different states, since the formulas differ and the paper ends up comparing two systems instead of tracing one.
Do I need to understand the entire state formula?
Only the parts your arithmetic passes through: the guaranteed amount per pupil, the local share expected of a district, and how aid is calculated when the local share falls short. Formulas carry many further adjustments and most sections do not require them. Say in a line which components you used and which you set aside, and the simplification reads as scoping rather than as a gap.
What if my state does not fund schools from property values?
Then the analysis follows whatever your state does use, and the shape holds. Name the revenue source, print the rate or the allocation rule, reproduce the calculation for two districts, and follow whatever equalizing money exists. Several states fund far more centrally than others, and a paper showing a formula that mostly closes its own differences is a legitimate result rather than a failed assignment.
Where can I find a free MSW 549 Week 7 sample paper?
The complete MSW 549 Week 7 analysis of Michigan's foundation allowance, with the arithmetic shown for two districts, is reproduced lower down.
What does the formula leave unequal in the MSW 549 Week 7 sample?
Building money: the same 3-mill sinking fund raises $1,440 per pupil in the district with more taxable property and $240 in the other.