Lottery Odds Calculator
Calculate exact lottery jackpot odds. See Mega Millions and Powerball probabilities.
By Konstantin Iakovlev · Updated September 2026 · Source: Powerball prize chart (jackpot odds 1 in 292,201,338)
Jackpot Odds
1 in 290,472,336
Odds Breakdown
| Jackpot (all + bonus) | 1 in 290,472,336 |
| Match 4 + bonus | 1 in 893,761 |
| Match 3 + bonus | 1 in 13,965 |
Use the Lottery Odds Calculator above to calculate your results. Enter your values and see instant results — all calculations run in your browser.
Disclaimer: This calculator is for informational purposes only. Results are estimates based on the information you provide and the assumptions described on this page.
How It Works
Curious how slim the path to a jackpot really is? This calculator pins down your exact probability of taking the top prize in Mega Millions or Powerball and lays bare just how long those odds stretch. For context, Mega Millions has you pick 5 numbers from 1 to 70 plus a Mega Ball from 1 to 24 for $5 a play, and Powerball 5 numbers from 1 to 69 plus a Powerball from 1 to 26 for $2.
The engine rests on combinations, written nCr, where 'n' is the pool of numbers available and 'r' is how many you have to match. For Mega Millions and Powerball, it works out the combinations for the main balls, then multiplies by the combinations for the bonus ball since the two draws are independent. The product is the count of unique tickets possible, and your jackpot odds are simply 1 in that figure.
Dreaming is harmless, but extra tickets nudge your odds upward only by a hair while the probability stays vanishingly small. Lucky-number rituals and pattern-picking buy you nothing either, because each draw is independent and fully random, leaving every combination exactly as likely, or unlikely, as the next. One trap worth naming: the odds of winning any prize at all are nowhere near the odds of landing the jackpot, and the two are easy to mix up.
Example: Powerball Jackpot Odds
- 1 Let's calculate the odds of winning the Powerball jackpot under its rules: 5 white balls chosen from 69, and 1 red Powerball chosen from 26. Enter 69, 5, 26, and 1 in the four fields.
- 2 First, we calculate the combinations for the white balls: C(69, 5) = 69! / (5! * (69-5)!) = 11,238,513. Then, we calculate the combinations for the red Powerball: C(26, 1) = 26! / (1! * (26-1)!) = 26. Finally, we multiply these two results: 11,238,513 * 26.
- 3 The exact odds of winning the Powerball jackpot are 1 in 292,201,338, the figure on Powerball's own prize chart.
- 4 Mega Millions works the same way with 70, 5, 24, and 1: C(70, 5) = 12,103,014, times 24 Mega Balls = 290,472,336, the odds Mega Millions has published since its April 8, 2025 redesign. Before that the Mega Ball pool was 25, which gave 1 in 302,575,350.
Source: Powerball prize chart (jackpot odds 1 in 292,201,338) · Last updated: September 2026
Frequently Asked Questions
What are the odds of winning Mega Millions?
What are the odds of winning Powerball?
Does buying more lottery tickets increase your odds?
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