United States: Mega Millions
Odds and probability of winning the Mega Millions lottery
Mega Millions — exact odds and probability table for every prize tier
The probability of winning the Mega Millions lottery is the exact mathematical odds for each prize tier, calculated from the combinations formula. To win the jackpot you need to match 5 of 70 in field № 1, 1 of 24 in field № 2. By the combinations formula that gives C(70, 5) × C(24, 1) = 290,472,336 equally likely tickets — jackpot odds of 1 in 290,472,336.
What the table shows. Number of prize tiers in Mega Millions: 9 — from the jackpot (1 in 290,472,336) down to the most common «0 + 1» (1 in 35). The overall probability of winning any prize is roughly 1 in 23.02.
| # | Category | Odds | Prize |
|---|---|---|---|
| 1 | 5 + 1 | 1 :290,472,336 | Jackpot |
| 2 | 5 + 0 | 1 :12,629,232 | 1,000,000 |
| 3 | 4 + 1 | 1 :893,761 | 10,000 |
| 4 | 4 + 0 | 1 :38,859 | 500 |
| 5 | 3 + 1 | 1 :13,965 | 200 |
| 6 | 3 + 0 | 1 :607 | 10 |
| 7 | 2 + 1 | 1 :665 | 10 |
| 8 | 1 + 1 | 1 :86 | 7 |
| 9 | 0 + 1 | 1 :35 | 5 |
How to read the Mega Millions odds table
- The «Odds 1 in X» column. A value of «1 in X» means that on average only one out of X tickets with unique combinations wins. For example: 1 : 290,472,336 — for every 290,472,336 unique Mega Millions combinations, one is a jackpot winner.
- Comparing tiers. Number of prize tiers in Mega Millions: 9 — from the jackpot with odds of 1 in 290,472,336 down to the most common «0 + 1» at 1 in 35. The fewer matches required, the higher the probability — and the smaller the prize.
- Odds do not depend on past results. Every Mega Millions draw is independent: the probability of each tier stays constant and is not influenced by the numbers that came up before.
- Where the numbers come from. All values are derived from the combinations formula C(n, k) = n! / (k! · (n − k)!) — it gives the exact number of all possible tickets in a draw. For Mega Millions this is: C(70, 5) × C(24, 1) = 290,472,336.
Strategies for different Mega Millions tiers
- Playing for the jackpot. If the jackpot is your goal, you need to grasp the scale: 1 in 290,472,336 is an extremely rare event on a single ticket. To push your single-draw jackpot probability above 50%, you would need around 145,236,168 unique combinations — half of all possible tickets. And that ignores the fact that the prize is split among everyone holding a winning ticket.
- Playing for the lower tiers. The smallest Mega Millions tier — «0 + 1» — has odds of 1 in 35. Its prizes are modest, but hits are frequent: the lower tiers are what makes part of your tickets pay back.
- Syndicates and systems. Buying N unique tickets reduces the odds proportionally: with 10 different Mega Millions combinations, jackpot odds shift from 1 in 290,472,336 to 1 in 29,047,234. Systems and syndicates are simply ways to assemble such sets more cheaply than buying tickets one by one.
- Managing your budget. The odds in Mega Millions are static and don't depend on stake size. So decide to play based on your entertainment budget — not on the expectation of «recouping» your investment.
How to Win Mega Millions: What Actually Works
There is no guaranteed way to predict the numbers — every Mega Millions draw is independent of the previous ones. But three things make your play deliberate and your entry stronger.
- Play from statistics, not birthdays. The Mega Millions hot numbers update after every draw: mark the table leaders and build a combination from them without leaving the page. Hot Numbers →
- Don't split the prize with the crowd. Thousands of players pick birth dates (numbers up to 31) and "pretty" sequences — when such a ticket wins, the prize is shared. A random combination that follows the lottery rules removes that risk. Number Generator →
- Test the strategy before buying a ticket. Build combinations weighted by past-draw frequencies and backtest them against the Mega Millions archive: see how much each combination would actually have won. Frequency Generator →
Questions and answers about Mega Millions odds
- What is the overall probability of winning anything in Mega Millions?
The jackpot is 1 in 290,472,336, and any prize across all tiers is roughly 1 in 23.02. That means, on average, one ticket out of 23.02 wins something — most often in the smallest tier. - How many tickets do you need for the odds to feel meaningful?
For a 50% chance of winning the Mega Millions jackpot in a single draw you would need about 145,236,168 unique tickets — exactly half of all possible tickets with odds of 1 in 290,472,336. In practice such volumes rarely pay off: the prize is often split between several winners. - Do the odds change from draw to draw?
No. The odds in Mega Millions are fixed by the structure of the draw and do not depend on which numbers came up before. Each draw is an independent event. - Which Mega Millions tier offers the best odds-to-prize trade-off?
There is no universal answer: «0 + 1» at 1 in 35 delivers regular small payouts, while the jackpot at 1 in 290,472,336 is rare but huge. Compare the actual values in the table and choose the one that fits your goal. - Do the odds grow linearly if you buy more tickets?
Yes, but only if each ticket has a unique combination. 10 different Mega Millions tickets turn the jackpot odds from 1 in 290,472,336 into 1 in 29,047,234. Buying identical combinations is pointless.