Is It Better to Buy One $20 Scratch-Offs or Two $10 Scratch-Offs?

This is one of the most common questions scratch-off players actually think about at the counter. You have $20. Do you buy one ticket or two? The answer isn't the same in every state, and the two metrics you'd use to decide, payout rate and overall odds, don't always point in the same direction. Here's what the data actually shows across nine major states.

The National Average: $20 Wins on Payout, Split on Odds

Pulling current game data from Texas, Georgia, Massachusetts, Virginia, Ohio, North Carolina, Michigan, New York, and California produces a clear picture on payout rate and a more complicated one on odds.

Nationally, $10 scratch-offs average a 74.8% payout rate. $20 scratch-offs average 77.1%. That's a 2.4 percentage point gap in favor of the single $20 ticket. On payout rate, buying one $20 ticket returns more per dollar than two $10 tickets in eight of nine states surveyed.

On overall odds, the probability of winning any prize at all, the picture is mixed. $10 games average 1 in 4.07 nationally. $20 games average 1 in 3.80. The single $20 ticket has better per-ticket odds on average. But you're buying one ticket instead of two, so the probability of winning something across your full $20 spend is different from the per-ticket odds figure.

The Probability Math: Two Tickets vs. One

This is where the question gets more interesting. A $20 ticket with 1 in 3.80 average overall odds gives you a 26.3% chance of winning something on that ticket. A $10 ticket with 1 in 4.07 average odds gives you a 24.6% chance of winning something on that ticket. But you're buying two of them.

The probability of winning on at least one of two independent tickets is calculated as 1 minus the probability of losing both. If each $10 ticket has a 75.4% chance of losing (1 in 4.07 average odds), the probability of losing both is 0.754 x 0.754, or 56.9%. That means the probability of winning on at least one of the two $10 tickets is 43.1%.

Compare that to the single $20 ticket: 26.3% chance of winning anything at all.

Two $10 tickets give you a 43.1% chance of winning something. One $20 ticket gives you a 26.3% chance. The single ticket has better per-dollar expected return, but the two-ticket strategy gives a substantially higher probability of winning anything at all from your $20 spend. These are different things, and they matter to different players.

The Annual Cost Difference

The 2.4 percentage point payout gap translates to a real dollar difference over time. A player spending $20 per week consistently faces different expected annual losses depending on which format they choose.

Two $10 tickets per week at 74.8% average payout: $1,040 annual spend, expected loss of $262 per year.

One $20 ticket per week at 77.1% average payout: $1,040 annual spend, expected loss of $238 per year.

The single $20 ticket saves approximately $24 per year in expected losses on the same budget. Over five years that's $120. Not a dramatic number, but it's real and it compounds in the direction of the single ticket. The player who buys one $20 ticket every week for a decade will lose roughly $240 less in expected value than the player who buys two $10 tickets every week for a decade, all else being equal.

How It Breaks Down by State

The national average conceals meaningful state-level variation. Here's the full picture:

Virginia: The strongest case for one $20 ticket. $20 games average 79.4% payout vs. 73.5% for $10 games, a 5.9 percentage point gap, the largest of any state in this analysis. Virginia $10 games also have better overall odds (1 in 4.42 vs. 1 in 4.76), meaning two $10 tickets give you better win frequency, and the $10 tier has tighter per-ticket odds. The 5.9-point payout gap makes the single $20 ticket the value play in Virginia despite the odds reversal.

Texas: $10 games have slightly better odds (1 in 4.10 vs. 1 in 4.21 for $20) and the payout gap is 4.6 points. Texas is one of three states where $10 games beat $20 games on overall odds. The payout advantage still goes to $20, but the odds reversal makes two $10 tickets more defensible in Texas than in most states.

Massachusetts: The most dramatic odds split of any state. $20 games average 1 in 2.92 odds, the tightest of any $20 tier in any state surveyed. $10 games average 1 in 4.50. Massachusetts $20 games win on both payout (83.8% vs. 83.0%) and odds by a significant margin. If you're in Massachusetts, one $20 ticket is the clearest call of any state in this analysis.

Ohio: The one state where $10 games have a marginally higher average payout rate than $20 games (73.0% vs. 72.7%), though the difference is less than half a point. Ohio $20 games have better overall odds (1 in 3.34 vs. 1 in 4.16). Ohio is effectively a wash on payout and favors $20 on odds. The two-ticket strategy is more defensible here than anywhere except Texas, Michigan, and Virginia on the odds question.

Michigan: $10 games beat $20 games on odds (1 in 3.77 vs. 1 in 4.40) while $20 games lead on payout (78.3% vs. 76.5%). Michigan is the clearest case where two $10 tickets give you better win frequency, and the $20 tier has worse per-ticket odds. The payout advantage still favors $20 but it's a closer call in Michigan than most states.

California: $20 games win on both payout (78.3% vs. 75.0%) and odds (1 in 3.22 vs. 1 in 3.37). One of five states where the $20 ticket is the better play on every metric. The California budget post covers specific game recommendations if you want to go deeper on which $20 or $10 games in California are strongest right now.

The Case for Two $10 Tickets

The math favors the single $20 ticket on expected value in most states. But there are legitimate reasons to prefer two $10 tickets that aren't captured in payout percentages.

You're nearly twice as likely to win something. A 43.1% chance of winning anything vs. 26.3% is a real experiential difference. Scratch-offs are partly an entertainment product, and winning something, even a small amount, is a different experience than losing. A player who wins $10 on one of two tickets and loses on the other has had a different experience than a player who loses a single $20 ticket, even though the financial outcome is worse for the winner (net -$10 vs. net -$20 but the single $20 player gets nothing back).

Two tickets also gives you two chances at an intact prize pool from different games. If you split your $20 across the best-valued $10 game and a game with the most top prizes remaining, you're diversifying across two different prize structures. That's not irrational portfolio thinking, it's the same logic behind picking the top-ranked $20 game over one with an exhausted pool.

In Texas, Virginia, and Michigan specifically, where $10 games have better overall odds than $20 games, the two-ticket approach is harder to dismiss on pure numbers alone.

The Case for One $20 Ticket

The payout rate gap is real and it compounds. Eight of nine states return more per dollar on $20 tickets than $10 tickets. The annual $24 expected loss difference is modest but it's consistent and it moves in one direction. Over a decade of weekly play, one $20 ticket saves a meaningful amount vs. two $10 tickets.

The top prize ceiling is also higher on $20 games. The best $10 game in most states tops out at $500,000 to $1 million for the top prize. The best $20 games typically offer $2 to $5 million. Same $20 budget, higher ceiling. If a significant win is part of why you're buying, the single $20 ticket gives you access to larger prizes.

In Georgia, Massachusetts, California, North Carolina, and New York, where $20 games beat $10 games on both payout and odds, the single ticket is the cleanest choice by every measurable metric.

The Bottom Line

One $20 ticket returns more per dollar in most states and gives you access to larger top prizes. Two $10 tickets give you a meaningfully higher probability of winning something from your $20. Neither answer is wrong, they optimize for different things, and which one fits depends on whether you're playing for expected value efficiency or for the experience of winning something on the night.

The decision that matters more than either is which specific games you buy. The best $10 game in your state right now probably beats the worst $20 game on every metric. The state-by-state rankings on ScratchCheck let you sort active games by payout rate, overall odds, and remaining top prizes so you're choosing between the best available options at each price point rather than grabbing whatever is at eye level in the dispenser. Check your state before you decide which format to buy, not after.

The decision that matters more than either is which specific games you buy. The best $10 game in your state right now probably beats the worst $20 game on every metric. The state-by-state rankings on ScratchCheck let you sort active games by payout rate, overall odds, and remaining top prizes so you're choosing between the best available options at each price point rather than guessing at the dispenser.