Minecraft
Preparation
Lesson Narrative
Students compare the three primary state income tax structures: Flat, Progressive, and No-Tax. They will calculate flat tax liabilities and analyze how "No-Tax" states offset their lost revenue through higher sales and property taxes.
Learning Goals
• Differentiate between flat, progressive, and no-income tax state models.
• Calculate a state income tax liability using a flat rate.
• Analyze the hidden costs and tax offsets of no-income-tax states.
Student Facing Learning Goals
Let's calculate why moving to a state with "no income tax" might actually end up costing us more money overall.
Student Facing Learning Targets
• I can explain how a flat tax works.
• I can explain how states without an income tax still make money.
• I can compare the total tax burdens of two different states.
Required Academic Standards
National Jump$tart Standards:
• Earning Income (Standard 2): Analyze how taxes and other deductions affect income.
Glossary Entries
Flat Tax: A tax system that applies the same tax rate to every taxpayer regardless of income bracket.
State Income Tax: A direct tax levied by a state on your income.
Sales Tax: A consumption tax imposed by the government on the sale of goods and services.
Property Tax: A tax paid on property owned by an individual or other legal entity, such as real estate.
Lesson
Warm Up
1.8.1: The Moving Plan
Launch: Have students stand in randomized groups of 3 at vertical whiteboards. Present the prompt verbally. Give them 4 minutes.
Synthesis: Select two groups to share. Establish the baseline: States must generate revenue to function. If they don't tax your paycheck, they will tax your house or your groceries. There is no free lunch.
Student Facing Task
You decide to pack up and move to Texas because Texas has 0% state income tax.
1. If Texas doesn't take any money out of your paycheck, how do they pay to pave the highways, pay the police officers, and run the public schools?
2. What other things might the state tax to make up for the lost income tax?
Activity 1
1.8.2: The Flat Tax Calculation
Launch: Keep students at whiteboards. Project the flat tax scenario. Give groups 8 minutes to run the calculations.
Synthesis: Have the class observe the boards. (Teacher Key: In a flat tax, the percentage is identical, but the wealthy person pays vastly more actual dollars. Contrast this with the progressive federal system).
Student Facing Task
You live in a state with a "Flat" 5% income tax. This means there are no brackets; every single person pays exactly 5%.
• Person A makes $40,000.
• Person B makes $400,000.
1. Calculate the exact dollar amount Person A owes the state.
2. Calculate the exact dollar amount Person B owes the state.
3. Do you think a "Flat Tax" is fairer than the "Progressive Tax" we learned about yesterday? Why?
Activity 2
1.8.3: The Hidden Offset
Launch: Present the state comparison scenario. Give groups 8 minutes to analyze the total burden.
Synthesis: Facilitate a class debate. (Key: A low-income earner who spends all their money on taxable goods might actually be financially worse off in a "no income tax" state with massive sales taxes).
Student Facing Task
Compare two states for a worker making $50,000 who spends $30,000 of it buying goods at the store.
• State A: 5% Income Tax, but 0% Sales Tax at the store.
• State B: 0% Income Tax, but 10% Sales Tax at the store.
1. Calculate the total taxes paid to State A.
2. Calculate the total taxes paid to State B.
3. Which state is mathematically cheaper to live in for this specific worker?
Lesson Synthesis
Narrative: Bring the class back to their seats. Review the learning targets. Summarize: "When evaluating where to live, you must look at the 'Total Tax Burden.' A state with no income tax will aggressively tax your property or your purchases. You must do the math based on your specific lifestyle and housing goals."
Cool Down
1.8.4: The Retiree's Choice
Narrative: This exit ticket serves as a formative assessment on total tax burden analysis. Teacher Rubric: A successful response must articulate that a retired person with a low fixed income but an expensive house will suffer in a high-property-tax state, making a state with high income taxes (which they don't pay) and low property taxes (which they do pay) a better mathematical fit.
Student Facing Task
Why might a retired person who has a very low monthly income but lives in a massive, expensive house actually prefer to live in a state with a HIGH income tax but a very LOW property tax?