Lottery odds calculator

The Powerball jackpot odds are 1 in 292,201,338 and Mega Millions 1 in 290,472,336. Of these games, Lotto 6/49 has the best jackpot odds (1 in 13,983,816). Choose a game or enter any format (numbers picked from a pool, plus bonus balls) to see the jackpot odds and the chance of every match.

Checked 2026-11-07. Source: formula below.

Your tickettap numbers to pick them
Pick 55 of 5
Pick 1 Powerball1 of 1

Sample draw shows one random draw: no ticket, no prize.

Jackpot odds per ticket1 in 292,201,338
With your tickets1 in 292,201,338
Combinations292,201,338
Years to expect one jackpot (2 draws a week)2,809,628
MatchOdds per ticketChance
5 of 5 + 1 Powerball1 in 292,201,3383.42e-7%
5 of 5 + 0 Powerball1 in 11,688,0540.00000856%
4 of 5 + 1 Powerball1 in 913,1290.000110%
4 of 5 + 0 Powerball1 in 36,5250.00274%
3 of 5 + 1 Powerball1 in 14,4940.00690%
3 of 5 + 0 Powerball1 in 5800.172%
2 of 5 + 1 Powerball1 in 7010.143%
2 of 5 + 0 Powerball1 in 28.053.56%
1 of 5 + 1 Powerball1 in 91.981.09%
1 of 5 + 0 Powerball1 in 3.6827.2%
0 of 5 + 1 Powerball1 in 38.322.61%

5 from 69 plus 1 from 26: 292,201,338 possible tickets, one of which wins the jackpot. Each line shows the chance of matching exactly that many numbers; which lines pay a prize depends on the game's rules.

18+ (19+ in most of Canada, 21+ in most US states). Help: where to get help.

How lottery odds are calculated

jackpot odds = 1 in C(main pool, picks) × C(bonus pool, bonus picks)

P(match m main and b bonus) = [C(k, m) × C(n − k, k − m) ÷ C(n, k)] × [same for the bonus draw]

Worked example, Powerball: C(69, 5) = 11,238,513 ways to pick the white balls, times 26 Powerballs = 292,201,338. Matching only the Powerball and no white ball happens 1 in 38.32.

Which lottery has the best odds?

Ranked by the chance of winning the jackpot with one ticket, best first:

  1. Lotto 6/49: 1 in 13,983,816 (6 from 49)
  2. UK Lotto: 1 in 45,057,474 (6 from 59)
  3. EuroMillions: 1 in 139,838,160 (5 from 50 + 2 from 12)
  4. Mega Millions: 1 in 290,472,336 (5 from 70 + 1 from 24)
  5. Powerball: 1 in 292,201,338 (5 from 69 + 1 from 26)

Jackpot odds only. The chance of winning any prize depends on each game's prize tiers, which differ between games and states.

Jackpot odds by game

GameFormatJackpot odds
Powerball5 from 69 + 1 from 261 in 292,201,338
Mega Millions5 from 70 + 1 from 241 in 290,472,336
EuroMillions5 from 50 + 2 from 121 in 139,838,160
UK Lotto6 from 591 in 45,057,474
Lotto 6/496 from 491 in 13,983,816

Formats checked on 2026-11-07; the computed jackpot odds match each game's published figure. Prize amounts are not shown because they differ by game, draw and state.

Powerball: chance of every match

White ballsPowerballOdds per ticket
5 of 5yes1 in 292,201,338
5 of 5no1 in 11,688,054
4 of 5yes1 in 913,129
4 of 5no1 in 36,525
3 of 5yes1 in 14,494
3 of 5no1 in 580
2 of 5yes1 in 701
2 of 5no1 in 28.05
1 of 5yes1 in 91.98
1 of 5no1 in 3.68
0 of 5yes1 in 38.32

To see what a jackpot pays after tax, use the Powerball payout calculator or the Mega Millions payout calculator.

Questions

Which lottery has the best odds?

Of the big games here, Lotto 6/49 has the best jackpot odds (1 in 13,983,816) and Powerball the worst (1 in 292,201,338). In the US, Mega Millions is slightly better than Powerball. Games with fewer numbers to match have better odds and smaller prizes; enter any format in the calculator to compare.

What are the odds of winning the UK National Lottery?

The National Lottery's Lotto game draws 6 numbers from 59: 1 in 45,057,474 for the jackpot. EuroMillions, also sold by the National Lottery, is 1 in 139,838,160.

What are the odds of winning the Powerball jackpot?

1 in 292,201,338: C(69, 5) × 26. Matching the five white balls without the Powerball is 1 in 11,688,054.

What are the odds of winning Mega Millions?

1 in 290,472,336 for the jackpot since the April 2025 change to a Mega Ball from 1 to 24: C(70, 5) × 24.

Does buying more tickets help?

Each different ticket adds one winning chance. 10 Powerball tickets give 1 in 29,220,134, still far from likely.

How are lottery odds calculated?

Count the ways to choose the numbers: C(pool, picks) for the main draw, times C(bonus pool, bonus picks). One of those combinations wins the jackpot. Lower tiers use the hypergeometric formula.

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