How much tax do you pay on lottery winnings?

Lottery winnings are taxed as ordinary income. Federal tax withholding is 24%, but your actual rate depends on your total income. The top federal bracket is 37% for winnings over $609,350. State taxes vary from 0% (in states like Florida, Texas) to over 10% (in California, New York).

Is it better to take lump sum or annuity for lottery?

The lump sum is typically about 50-60% of the advertised jackpot but gives you immediate access to invest. The annuity pays the full amount over 30 years with 5% annual increases, potentially totaling more but spread over decades. Your choice depends on investment skills, age, and financial goals.

Which states have no lottery tax?

States with no state income tax on lottery winnings include: Florida, Texas, Washington, Wyoming, South Dakota, Tennessee, New Hampshire, and Alaska. California also doesn't tax lottery winnings. However, you still owe federal taxes in all states.

How much would I take home from a $1 billion lottery jackpot?

For a $1 billion jackpot: The lump sum would be approximately $500-600 million. After 24% federal withholding (~$120-144M) and state taxes (0-10%), you'd take home roughly $350-500 million depending on your state. Use our calculator for exact amounts.

How should lottery winners invest their winnings?

Financial advisors typically recommend a diversified portfolio matching your risk tolerance. Conservative portfolios (bonds/fixed-income) target ~4% annual returns, balanced portfolios (stocks + bonds) ~7%, and growth portfolios (primarily equities) ~10%. The 4% withdrawal rule suggests withdrawing 4% annually for sustainable income. Always consult a certified financial planner.

Investment Calculator

Project how your lottery take-home can compound over time and compare return scenarios.

Inputs

Start with your current powerball cash estimate or enter your own amount.

Starting Amount

Expected Annual Return (%)

7.0%

Years Invested

Inflation Rate (%)

Yearly Contribution (Optional)

Projected Portfolio

$3,869,684

Growth from Returns

$2,869,684

Inflation-Adjusted Value

$2,361,556

Estimated Annual Passive Income (4% Rule)

$154,787/yr

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Scenario Comparison

Conservative

4% annual return

$2,191,123

Balanced

7% annual return

$3,869,684

Growth

10% annual return

$6,727,500

Want your actual after-tax starting amount first?

Run the core calculator, then project growth here.

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How Investing Lottery Winnings Works▼

After taxes, a large lottery jackpot still leaves you with a substantial sum that can generate significant wealth through compound growth. The key concept is compound interest — your returns earn returns of their own, creating exponential growth over time.

Understanding the scenarios: The Conservative scenario (4% annual return) reflects a portfolio heavily weighted toward bonds and fixed-income investments — lower risk, lower reward. The Balanced scenario (7%) represents a diversified mix of stocks and bonds, close to the historical average of the S&P 500 after inflation. The Growth scenario (10%) represents aggressive equity investing — higher potential returns but with more volatility.

Why inflation adjustment matters: A dollar today buys more than a dollar in 20 years. The inflation-adjusted value shows what your future portfolio would be worth in today's purchasing power. At 2.5% inflation, $1 million today is equivalent to about $610,000 in 20 years. Always consider real (inflation-adjusted) returns when planning.

The 4% rule for passive income: Financial planners often reference the "4% rule" — withdrawing 4% of your portfolio annually provides sustainable income without depleting the principal over a 30-year retirement. This is how we estimate your potential passive income. A $10 million portfolio could generate roughly $400,000/year in passive income.

Important: These projections use fixed annual returns for simplicity. Real markets fluctuate significantly year to year. Consult a certified financial planner before making investment decisions with lottery winnings or any large sum.