United States lottery games are a staple of the gaming industry and American culture, offering a mix of traditional draws, instant-win scratch cards, and innovative multi-state games that captivate millions of participants each week.
This article will explore lottery games throughout the United States, highlighting major mathematical calculations crucial for decision-making.
In this list, we deliberately exclude keno-style games, instant scratch-offs, and any draw games involving ten or fewer numbers. We want to concentrate on traditional lottery draw games for a more meaningful comparison.
Table of Contents
Important Metrics To Compare United States Lottery Games
When comparing lottery games to make an informed decision, it’s crucial to consider a variety of metrics. These metrics provide insight into each game’s potential benefits and drawbacks, enabling you to weigh your options based on what matters most.
Here are some metrics you might consider when choosing a lottery game.
Probability of winning – This figure is crucial for understanding the odds of winning the lottery. Since there’s only one way to win the jackpot, we calculate this metric using the expression P = 1/n, where n is the total number of combinations. This metric helps players understand the scale of the odds against them. The higher the number of combinations, the lower the probability of winning because more possible outcomes could occur. We use the combination formula to calculate the total number of combinations in a game.1
Overall odds – This metric gives you an idea of how likely you are to win something, not necessarily the top prize, but any prize the game offers. For example, if a lottery game has an overall odds of 1 in 9, it means that, on average, there is one winning ticket for every nine tickets you purchase. This information is typically available in the Odds and Prizes table on each game’s official website.
50/50 chance – This is the number of tickets needed to achieve a 50/50 chance of winning. Again, it does not necessarily mean the top prize, but it means any prize. 2
Expected Value – It is crucial to understand that lottery games are not created equally. The expected value of a ticket gives an idea of the average amount of money you can expect to win (or lose) per ticket purchased, considering the probability of winning various prizes. This article only considers the top prize for simplicity, ignoring smaller prizes and the effect of jackpot sharing among multiple winners. We don’t need to review all the odds and prizes to illustrate how lottery odds work.
Minimum prize – Most lottery games start with a minimum and increase until someone wins. We will use the minimum prize to calculate important metrics such as expected value and cost-to-prize ratio, but it’s worth noting that as the top prize increases, the EV improves.
Cost per ticket – This information can be useful for comparing the cost of the ticket relative to the potential jackpot prize. It gives a glance at the “bang for your buck.” For example, New Jersey Pick 6 cost $2 per ticket. With a prize that starts at $2 million and grows until someone wins, the cost-to-prize ratio is $2 to $2 million. The ratio means that for every $2 spent on a ticket, you are entering for a chance to win a jackpot prize of $2 million.
Based on the above factors, we aim to compare and organize the list of lottery games in the United States into various categories to guide you in selecting the game that best suits your risk preferences.
How to Choose the Best Lottery Games?
Choosing a lottery game based on your risk preference involves understanding different metrics that align with your comfort with risk and the desired level of potential reward.
For example, to compare Virginia’s Bank a Million and Mega Millions games in an informed way, we can look at the odds of winning the jackpot and the expected value of a ticket. Depending on your priorities, these metrics can help evaluate which game might offer better relative value or a higher chance of winning.
Besides the expected value, you might also consider looking at the overall odds and the number of tickets to achieve a 50/50 chance of winning.
Bank a Million
Mega Millions
Odds of winning the jackpot
1 in 3,838,380
1 in 302,575,350
Starting Prize
$1 million
$20 million and grows until it is hit.
Cost per game
$2.00
$2.00
*Expected Value of a ticket
-$1.74
-$1.934
**Overall odds of winning
1 in 18.3
1 in 24
***50/50 chance of winning
13 tickets
17 tickets
* Let me remind you that our EV calculation is unusual; we use only the starting top prize for simplicity.
EV(jackpot) = (P×J)−C
Where:
EV represents the Expected Value, P is the Probability of winning the jackpot, J is the Jackpot value, C is the Cost of the ticket.
This EV calculation is enough to provide hints of average return (or loss) for a particular outcome. In this case, we are calculating the EV for winning the jackpot. For this particular analysis, we ignore other prize tiers, taxes, the possibility of jackpot sharing, and the non-monetary value you might place on the excitement of playing for larger jackpots.
Positive Expected Value (+EV): Imagine you have a lottery game where, on average, you get more money back than you put in every time you play. If the game costs $1 to play, and you get $1.20 back on average, you’re in a good game. This situation is what we call having a positive EV.
Negative Expected Value (-EV): On the flip side, suppose there’s another game where, even though you might win sometimes, you lose more money than you win in the long run. Let’s say it also costs $1 to play, but you only get back 80 cents on average this time. Playing this game means you’re slowly but surely losing money. This situation has a “Negative EV.” It’s akin to a leaking bucket where, no matter how much water (or money) you put in, you end up with less because it keeps leaking out.3
Positive EV means you’re on a path to gain more than you lose over time, making buying a lotto ticket desirable. Negative EV means you’re likely to lose more than you gain if you keep playing the lotto, making it something you might want to avoid if you want to come out financially.
All lottery games are generally designed to have a negative expected value. 4 The lower the value, the less favorable the game is for the player, indicating a greater average loss per ticket purchased.
**The calculation of overall odds greatly depends on the odds and prizes each game offers. Normally, a lottery game that offers more ways to win improves the game’s overall odds, allowing players to win any prize by buying fewer tickets.
***This 50/50 chance does not necessarily indicate winning the jackpot. It could be any prize from the top down to the lowest tier. For example, in Mega Millions, the probability that a single ticket is not a prizewinner is 0.9583. If you buy more tickets, the probability of losing with n number of tickets is this number raised to the nth power.
P(losing) = 0.9583Number of tickets
So, if we calculate 0.958317 and subtract the result from 1, the probability of winning any prize is higher than 50%.
P(50-50 chance of winning any prize) = 1 – 0.958317 = 0.5152
However, winning the lowest-tier prize is more likely because the probability does not favor the jackpot.
Notice how Virginia’s Bank a Million beats the Mega Millions in this department.
Decision Factors
Based on the table above that compares Bank a Million and Mega Millions, here are the factors you might want to consider.
If you prioritize better odds of winning the jackpot over the size of the jackpot, Bank a Million is more attractive.
If you seek a more favorable expected value per ticket, Bank a Million appears more favorable. Aiming for a lower value would be best, which signifies a reduced average loss per ticket.
If the size of the prize is the most important factor, despite the significantly lower odds, Mega Millions might be more appealing due to its larger jackpot.
If you’re thinking of buying lottery tickets, you might want to consider Bank a Million over Mega Millions. To have a 50/50 chance of winning any prize in Mega Millions, you need to purchase 17 tickets. On the other hand, Bank a Million only requires 12 tickets for the same chance. So, if you want to maximize your chances of winning, Bank a Million is the clear winner.
Now, without further ado, we would like to present a list of United States lottery games that offer different perspectives on lottery gaming.
If you’re ready, let’s dive into the list.
United States Lottery Games with Better Odds of Winning Than Being Killed by a Shark
The World Animal Foundation states that the odds of being killed in a shark attack are 1 in 4,332,817.5 Below are lottery games in the United States that give you more favorable odds of winning than being killed by a shark. The data is listed in order of probability, starting with the easiest.
STATE
LOTTERY GAME
PROBABILITY
WA
Match 4
1 in 10,626
MT
Big Sky Bonus
1 in 31,465
OR
Lucky Lines
1 in 65,536
PA
Treasure Hunt
1 in 142,506
MN
North 5
1 in 169,911
WI
Badger 5
1 in 169,911
WV
Cash 25
1 in 177,100
CO
Cash 5
1 in 201,376
ID
Weekly Grand
1 in 201,376
CT
Cash5
1 in 324,632
MS
Match 5
1 in 324,632
SD
Dakota Cash
1 in 324,632
TX
Cash Five
1 in 324,632
FL
Fantasy 5 Midday/Evening
1 in 376,992
OK
Cash 5
1 in 376,992
LA
Easy 5
1 in 435,897
NM
Roadrunner Cash
1 in 435,897
RI
Wild Money
1 in 501,942
SC
Palmetto Cash 5
1 in 501,942
TN
Daily Tennessee Jackpot
1 in 501,942
AR
Natural State Jackpot
1 in 575,757
CA
Fantasy 5
1 in 575,757
KY
Kentucky 5
1 in 575,757
ME
Gimme 5
1 in 575,757
MD
Bonus Match 5
1 in 575,757
MI
Fantasy 5
1 in 575,757
MO
Show Me Cash
1 in 575,757
NH
Gimme 5
1 in 575,757
NY
Take 5 Midday/Evening
1 in 575,757
OH
Rolling Cash 5
1 in 575,757
VT
Gimme 5
1 in 575,757
ID
5 Star Draw
1 in 610,880
ID
Idaho Cash
1 in 610,880
MT
Montana Cash
1 in 610,880
WY
Cowboy Draw
1 in 610,880
NE
Pick 5
1 in 658,008
AZ
Fantasy 5
1 in 749,398
GA
Fantasy 5
1 in 850,668
WA
Hit 5
1 in 851,000
NC
Cash 5
1 in 962,598
PA
Cash 5
1 in 962,598
IL
Lucky Day Lotto Midday/Evening
1 in 1,221,759
IN
Ca$h 5
1 in 1,221,759
NJ
Jersey Cash 5
1 in 1,221,759
VA
Cash 5
1 in 1,221,759
KY
Cash Ball 225
1 in 1,309,000
OR
Win for Life
1 in 1,353,275
MN
Gopher 5
1 in 1,533,939
DE
Multi-Win Lotto
1 in 1,623,160
TN
Tennessee Cash
1 in 1,623,160
WI
SuperCash!
1 in 1,631,312
TX
Texas Two Step
1 in 1,832,600
MD
Multi-Match
1 in 2,032,151.70
KS
Super Kansas Cash
1 in 2,517,200
FL
Jackpot Triple Play
1 in 3,122,273.33
PR
Loto Cash
1 in 3,246,320
PR
Revanchax2
1 in 3,246,320
MO
Lotto
1 in 3,529,526
AR
Arkansas Lotto
1 in 3,838,380
CO
Colorado Lotto+
1 in 3,838,380
VA
Bank a Million
1 in 3,838,380
Top United States Lottery Games According to Overall Odds
The probability of winning is an important factor. But it’s also crucial to understand the probability of losing. The following games below offer less probability of losing, which means you have more opportunity to win any prize with fewer tickets.
The overall odds column indicates the average number of tickets you must buy if you expect one ticket to win a prize.
Notice how Tri-State Megabucks and Hoosier Lotto stand out compared to other lottery games based on the prizes they offer.
For example, the probability that a single ticket will not win a prize in Idaho Cash is 0.8246. Therefore, you must buy four tickets for a 50/50 chance of winning any prize.
P(winning any prize) = 1 – 0.82464 tickets = 0.54
Idaho Cash offers a jackpot prize that starts at $20,000 and increases each draw until it’s won. Comparatively, buying four tickets for Tri-State Megabucks and Hoosier Lotto will give you the same 50/50 chance of winning any prize, and both games offer a prize that starts at $1 million and grows until someone wins.
State
Game
Overall Odds
Prize
IN
Hoosier Lotto
1 in 6
Starts at $1 million
ME, NH, VT
Tri-State Megabucks
1 in 6
Starts at $1 million
OR
Lucky Lines
1 in 3.96
Starts at $10,000
OR
Win for Life
1 in 4.63
$1,000 a week for life
PA
Treasure Hunt
1 in 5.45
starts at $10,000
ID
Idaho Cash
1 in 5.7
Starts at $20,000
MT
Montana Cash
1 in 5.7
Starts at $40,000
DE
Multi-Win Lotto
1 in 5.7
Starts at $50,000
WI
Badger 5
1 in 6
Starts at $10,000
WY
Cowboy Draw
1 in 6
Starts at $250,000
ID
5 Star Draw
1 in 6
Starts at $250,000
MN
North 5
1 in 6
Starts at $25,000
The following lottery games below give you a 50/50 chance of winning any prize by buying five tickets.
State
Game
Overall Odds
Prize
IL
Illinois Lotto
1 in 6.9
Starts at $2 million
FL
Florida Lotto
1 in 7.61
Starts at $1 million
TN
Tennessee Cash
1 in 7
Starts at $200,000
SD
Dakota Cash
1 in 7.2
Starts at $20,000
MS
Match 5
1 in 7.2
Starts at $50,000
TX
Cash Five
1 in 7.2
Top prize is $25,000
PR
Revanchax2
1 in 7.5
Starts at $100,000
FL
Fantasy 5 Midday/Evening
1 in 7.58
Top prize is $200,000
OK
Cash 5
1 in 7.6
The top prize is $25,000
Based on the table above, the Illinois Lotto and Lotto America stand out as they offer prizes beyond $1 million. Note that with Extra Shot, you can improve your overall odds of winning any prize in Illinois Lotto to 1 in 5.38.
However, be mindful that winning the jackpot in Illinois Lotto and Lotto America proves to be very difficult. With a probability of 1 in 15,890,700 for Illinois Lotto and 1 in 25,989,600 for Lotto America, you might consider Hoosier Lotto and the Tri-State Megabucks as better games.
Lottery Games Requiring Players to Match an Extra Number
An extra number is a great idea for playing a lottery game as this provides extra prize tiers, so players have more ways to win.
You can play a lottery game with an extra number in two ways: either the extra number is drawn from the same drum as the primary balls or a separate drum.
The most difficult lottery games require picking an extra number from a separate drum. Examples of these games are the Powerball and the Mega Millions.
So, an extra number drawn from a separate drum is designed to trick you into believing that your overall odds of winning improve significantly. The reality is that the probability of winning the jackpot becomes increasingly impossible.
Luckily, not all games are created equally.
Virginia’s Bank a Million offers more ways to win with bonus numbers, yet your probability of winning the jackpot doesn’t change. This is possible because Bank a Million draws the bonus number from the same drum as the primary number.
Players of Bank a Million pick six numbers from 40 and enjoy significant improvement in the overall odds of winning any prize without changing the probability of winning the jackpot.
Interestingly, an extra number is not the only way a lottery game provides more ways to win. For example, Oregon’s Win for Life offers 46 ways to win. At $2 per game, you are entering a chance to win $1,000 a week for life with a 1 in 1,353,275 probability and overall odds of 1 in 4.63.
The table below shows lottery games in the United States that require lotto players to match an extra ball to win the top prize.
State
Game
Format
Total combinations
Prize
MT
Big Sky Bonus
4/31 + 1/16
31,465
$2,500+
KY
Cash Ball 225
4/35 + 1/25
1,309,000
$225,000
TX
Texas Two Step
4/35 + 1/35
1,832,600
$200,000+
KS
Super Kansas Cash
5/32 + 1/25
2,517,200
$100,000+
PR
Revanchax2
5/35 + 1/10
3,246,320
$100,000+
PR
Loto Cash
5/35 + 1/10
3,246,320
$500,000+
TN
Tennessee Cash
5/35 + 1/5
1,623,160
$200,000+
Multi-State Game
Tri-State Megabucks
5/41 + 1/6
4,496,388
$1 million+
CA
SuperLotto Plus
5/47 + 1/27
41,416,353
$7 million+
Multi-State Game
Lucky for Life
5/48 + 1/18
30,821,472
$1,000/day for life
Multi-State Game
Lotto America
5/52 + 1/10
25,989,600
$2 million+
Multi-State Game
Cash4Life
5/60 + 1/4
21,846,048
$1,000/day for life
Multi-State Game
Powerball
5/69 + 1/26
292,201,338
The starting value depends entirely on tickets sales.
Multi-State Game
Mega Millions
5/70 + 1/25
302,575,350
$20 million+
WA
Lotto
6/49 + 6/49
6,990,000
$1 million+
Multi-State Lottery Games
Cash4Life (5 from 1-60 + 1 from 1-4)
Total combinations
21,846,048
Prize
The top prize offers $1,000 daily for life, distributed annually. Should the prize be claimed as an annuity, it guarantees payment for at least 20 years.
Cost per play
$2.00
*Expected value
-$1.67
Overall odds
1 in 8
50/50 chance
6 tickets
Participating states
Florida, Georgia, Indiana, Maryland, Missouri, New Jersey, New York, Pennsylvania, Tennessee, Virginia
* This means that, on average, you would lose about $1.67 for each $2.00 ticket purchased when only the jackpot win is considered.
Lotto America (5 from 1-52 + 1 from 1-10)
Total combinations
25,989,600
Starting prize
$2 million
Cost per play
$1.00
*Expected value
-$0.92
Overall odds
1 in 9.63
50/50 chance
7 tickets
Participating states
Delaware, Idaho, Iowa, Kansas, Maine, Minnesota, Montana, New Mexico, North Dakota, Oklahoma, South Dakota, Tennessee, and West Virginia.
* This means that, on average, you would lose about 92 cents for each $1.00 ticket purchased when only the jackpot win is considered.
Lucky for Life (5 from 1-48 + 1 from 1-18)
Total combinations
30821472
Prize
$1,000 a day, for life
Cost per play
$2.00
Expected value
-$1.76
Overall odds
1 in 7.8
50/50 chance
6 tickets
Participating states
Colorado, Connecticut, Delaware, District of Columbia, Idaho, Iowa, Kansas, Kentucky, Maine, Massachusetts, Michigan, Montana, Nebraska, New Hampshire, North Carolina, North Dakota, Ohio, Oklahoma, Rhode Island, South Dakota, Vermont, and Wyoming
Gimme 5 (5 from 1-39)
Total combinations
575,757
Prize
$100,000
Cost per play
$1.00
Expected value
-$0.83
Overall odds
1 in 9
50/50 chance
6 tickets
Participating states
Maine, New Hampshire, Vermont
Tri-State Megabucks (5 from 1-41 + 1 from 1-6)
Total combinations
4,496,388
Prize
The jackpot starts at $1 million and increases until someone wins.
Cost per play
$2
Expected value
-$1.78
Overall odds
1 in 6
50/50 chance
4 tickets
Participating states
Maine, New Hampshire, Vermont
Powerball (5 from 1-69 + 1 from 1-26)
Total combinations
292,201,338
Starting Prize
$20 million and grows until someone wins it.
Cost per play
$2.00
Expected value
-$1.93
Overall odds
1 in 24.87
50/50 chance
17
Participating states
Arizona, Arkansas, California, Colorado, Connecticut, Delaware, District of Columbia, Florida, Georgia, Idaho, Illinois, Indiana, Iowa, Kansas, Kentucky, Louisiana, Maine, Maryland, Massachusetts, Michigan, Minnesota, Mississippi, Missouri, Montana, Nebraska, New Hampshire, New Jersey, New Mexico, New York, North Carolina, North Dakota, Ohio, Oklahoma, Oregon, Pennsylvania, Puerto Rico, Rhode Island, South Carolina, South Dakota, Tennessee, Texas, Vermont, Virginia, Washington, West Virginia, Wisconsin, Wyoming
Mega Millions (5 from 1-70 + 1 from 1-25)
Total combinations
302,575,350
Starting prize
$20 million and increases until someone wins it.
Cost per play
$2.00
Expected value
-$1.93
Overall odds
1 in 24
50/50 chance
17 tickets
Participating states
Arizona, Arkansas, California, Colorado, Connecticut, Delaware, District of Columbia, Florida, Georgia, Idaho, Illinois, Indiana, Iowa, Kansas, Kentucky, Louisiana, Maine, Maryland, Massachusetts, Michigan, Minnesota, Mississippi, Missouri, Montana, Nebraska, New Hampshire, New Jersey, New Mexico, New York, North Carolina, North Dakota, Ohio, Oklahoma, Oregon, Pennsylvania, Rhode Island, South Carolina, South Dakota, Tennessee, Texas, Vermont, Virginia, Washington, West Virginia, Wisconsin, Wyoming
State-Specific Lottery Games
The following list features unique lottery games offered by each state. Many of these states participate in multi-state lottery games, so there’s no need to repeat the data for the above games. We will include only the unique and specific games for each state.
We excluded the Expected Value (EV) calculation in this list because the jackpot prize increases over time. Additionally, we omitted the cost per game, as these figures can change.
Since all lottery games have negative expected values, we deem it more relevant to base your decisions on the probability of winning the jackpot and other lesser-known factors, such as overall odds and the number of tickets needed to get a 50/50 chance of winning any prize.
Check out the complete list below.
Arizona
Fantasy 5 (5 from 1 to 41)
Probability
1 in 749,398
Starting prize
$50,000 and growing
Overall odds
1 in 9.62 1 in 3.8 with EXTRA!
50/50 Chance
7 tickets
The Pick (6 from 1 to 44)
Probability
1 in 7,059,052
Starting prize
$1 million and growing until someone wins it.
Overall odds
1 in 39 (Overall odds of winning a prize with EXTRA! are 1 in 3.8.)
50/50 Chance
27 tickets
Arkansas
Arkansas Lotto (6 from 1 to 40)
Probability
1 in 3,838,380
Starting jackpot
Starts at $250,000 and grows until someone wins it.
Overall odds
1 in 18.3
50/50 Chance
13 tickets
Natural State Jackpot (5 from 1 to 39)
Probability
1 in 575,757
Prize
The jackpot starts at $50,000 and increases by $5,000 after each draw until it hits $150,000. Beyond this point, it grows by $10,000 per draw until someone wins it.
Overall odds
1 in 9
50/50 Chance
6 tickets
California
Fantasy 5 (5 from 1-39)
Probability
1 in 575,757
Prize
The initial top prize ranges from $60,000 to $80,000 and grows with each draw until it is won.
Overall odds
1 in 9
50/50 Chance
6 tickets
SuperLotto Plus (5 from 1-47 + 1 from 1-27)
Probability
1 in 41,416,353
Prize
The jackpot starts at $7 million and increases each draw until someone wins.
Overall odds
1 in 23
50/50 Chance
16 tickets
Colorado
Cash 5 (5 from 1-32)
Probability
1 in 201,376
Prize
$20,000
Overall odds
1 in 6.2
50/50 Chance
4 tickets
Colorado Lotto+ (6 from 1-40)
Probability
1 in 3,838,380
Prize
The jackpot starts at $1 million and increases until someone wins.
The jackpot starts at $1 million and grows until someone wins it.
Overall odds
1 in 39.3 1 in 12.1 (with Kicker)
50/50 Chance
27 tickets 8 tickets (with Kicker)
Delaware
Multi-Win Lotto (6 from 1-35)
Probability
1 in 1,623,160
Prize
The top prize starts at $50,000 and grows until it’s won.
Overall odds
1 in 5.7
50/50 Chance
4 tickets
District of Columbia
District of Columbia doesn’t have its own lottery game. It participates in multi-state games such as Lucky for Life, Mega Millions, and Powerball. Official page: https://dclottery.com/
Florida
Fantasy 5 Midday/Evening (5 from 1-36)
Probability
1 in 376,992
Prize
The top prize is projected to be $200,000.
Overall odds
1 in 7.58
50/50 Chance
5 tickets
Florida Lotto (6 from 1-53)
Probability
1 in 22,957,480
Prize
The jackpot starts at $1 million.
Overall odds
1 in 7.61
50/50 Chance
5 tickets
Jackpot Triple Play (6 from 1-46)
Probability
1 in 9,366,819
Prize
The jackpot begins at $250,000 and can grow to as much as $2 million.
The jackpot starts at $125,000 and grows until someone wins.
Overall odds
1 in 10.06
50/50 Chance
7 tickets
Jumbo Bucks Lotto (6 from 1-47)
Probability
1 in 10,737,573
Prize
The jackpot starts at $1 million.
Overall odds
1 in 47.56
50/50 Chance
33 tickets
Idaho
5 Star Draw (5 from 1-45)
Probability
1 in 610,880
Prize
The jackpot starts at $250,000 and increases with every draw until it’s won.
Overall odds
1 in 6
50/50 Chance
4 tickets
Idaho Cash (5 from 1-45)
Probability
1 in 610,880
Prize
The jackpot starts at $20,000 and increases each draw until it’s won.
Overall odds
1 in 5.7
50/50 Chance
4 tickets
Weekly Grand (5 from 1-32)
Probability
1 in 201,376
Prize
The top prize provides a net amount of $1,000 per week for a year, totaling $52,000.
Overall odds
1 in 6.12
50/50 Chance
4 tickets
Illinois
Illinois Lotto (6 from 1-50)
Probability
1 in 15,890,700
Prize
The jackpot starts at $2 million.
Overall odds
1 in 6.9 1 in 5.38 for winning a prize with Extra Shot
50/50 Chance
5 tickets 3 tickets with Extra Shot
Lucky Day Lotto Midday/Evening (5 from 1-45)
Probability
1 in 1,221,759
Prize
The jackpot starts at $100,000 and grows until someone wins.
Overall odds
1 in 153 1 in 4.75 with EZmatch
50/50 Chance
106 tickets 3 tickets with EZmatch
Indiana
Ca$h 5 (5 from 1-45)
Probability
1 in 1,221,759
Prize
The jackpot starts at $100,000 and grows until someone wins.
Overall odds
1 in 11
50/50 Chance
8 tickets
Hoosier Lotto (6 from 1-46)
Probability
1 in 9,366,819
Prize
The jackpot starts at $1 million and increases until someone wins.
Overall odds
1 in 6
50/50 Chance
4 tickets
Iowa
Iowa doesn’t have its own lottery game. It participates in multi-state games such as Lotto America, Lucky for Life, Mega Millions, and Powerball. Learn more
Kansas
Super Kansas Cash (5 from 1-32 + 1 from 1-25)
Probability
1 in 2,517,200
Prize
The jackpot starts at $100,000 and grows until it’s won.
Overall odds
1 in 12
50/50 Chance
8 tickets
Kentucky
Cash Ball 225 (4 from 1-35 + 1 from 1-25)
Probability
1 in 1,309,000
Prize
Matching all five balls, along with the Cash Ball, secures the top prize of $225,000.
Overall odds
1 in 10.7
50/50 Chance
8 tickets
Kentucky 5 (5 from 1-39)
Probability
1 in 575,757
Prize
The jackpot begins at $40,000 and grows by a minimum of $5,000 with each draw until someone wins it.
Overall odds
1 in 99.59
50/50 Chance
69 tickets
Louisiana
Easy 5 (5 from 1-37)
Probability
1 in 435,897
Prize
The cash jackpot initiates at $50,000 and increases with every draw until someone claims it.
Overall odds
1 in 8
50/50 Chance
6 tickets
Louisiana Lotto (6 from 1-42)
Probability
1 in 5,245,786
Prize
The jackpot starts at $500,000 and increases until it’s won.
Overall odds
1 in 34.4
50/50 Chance
24 tickets
Maine
Maine participates in all six multi-state lottery games, including Gimme 5, Lotto America, Lucky for Life, Mega Millions, Powerball, and Tri-State Megabucks. Learn more
The jackpot starts at $500,000 and grows until someone wins it.
Overall odds
1 in 8.5
50/50 Chance
6 tickets
Massachusetts
Massachusetts participates in four multi-state lottery games, including Lotto America, Lucky for Life, Mega Millions, and Powerball. Learn more
Michigan
Fantasy 5 (5 from 1-39)
Probability
1 in 575,757
Prize
The jackpot starts at $100,000 and rolls over until someone wins it.
Overall odds
1 in 9
50/50 Chance
6 tickets
Lotto 47 (6 from 1-47)
Probability
1 in 10,737,573
Prize
The jackpot starts at $1 million and increases until someone wins.
Overall odds
1 in 47
50/50 Chance
33 tickets
Minnesota
Gopher 5 (5 from 1-47)
Probability
1 in 1,533,939
Prize
The jackpot starts at a minimum of $100,000 and increases with each draw until it is claimed by a winner.
Overall odds
1 in 12
50/50 Chance
8 tickets
North 5 (5 from 1-31)
Probability
1 in 169,911
Prize
The jackpot begins at a minimum of $25,000 and increases as ticket sales rise.
Overall odds
1 in 6
50/50 Chance
4 tickets
Mississippi
Match 5 (5 from 1-35)
Probability
1 in 324,632
Prize
The jackpot begins at $50,000 and increases until it is won.
Overall odds
1 in 7.2
50/50 Chance
5 tickets
Missouri
Missouri Lotto (6 from 1-44 (2x))
Probability
1 in 3,529,526
Prize
The minimum is $1 million.
Overall odds
1 in 20
50/50 Chance
14 tickets
Show Me Cash (5 from 1-39)
Probability
1 in 575,757
Prize
The jackpot starts at a minimum of $50,000 and grows by $5,000 with each draw until it is claimed.
Overall odds
1 in 8.77
50/50 Chance
6 tickets
Montana
Big Sky Bonus (4 from 1-31 + 1 from 1-16)
Probability
1 in 31,465
Prize
The jackpot starts at $2,500 and increases until it’s won.
Overall odds
1 in 7.79
50/50 Chance
6 tickets
Montana Cash (5 from 1-45)
Probability
1 in 610,880
Prize
The jackpot starts at $40,000 and increases until it’s won.
Overall odds
1 in 5.7
50/50 Chance
4 tickets
Nebraska
Pick 5 (5 from 1-40)
Probability
1 in 610,880
Prize
The jackpot starts at $50,000 and increases by $10,000 each draw until it’s won.
Overall odds
1 in 9.2
50/50 Chance
7 tickets
New Hampshire
New Hampshire participates in multi-state games such as Gimme 5, Lucky for Life, Mega Millions, Powerball, and Tri-State Megabucks. Learn more
New Jersey
Jersey Cash 5 (5 from 1-45)
Probability
1 in 1,221,759
Prize
The jackpot starts at $100,000 and rolls over until someone wins it.
Overall odds
1 in 153
50/50 Chance
106 tickets
Pick-6 (6 from 1-46)
Probability
1 in 9,366,819
Prize
The starting jackpot is $2 million.
Overall odds
1 in 44.7
50/50 Chance
33 tickets
New Mexico
Roadrunner Cash (5 from 1-37)
Probability
1 in 435,897
Prize
The jackpot starts at $25,000 and grows.
Overall odds
1 in 7.97
50/50 Chance
6 tickets
New York
New York Lotto (6 from 1-59)
Probability
1 in 45,057,474
Prize
The jackpot starts at $2 million and increases each draw until someone wins it.
Overall odds
1 in 92.05 for a single play of two lines.
50/50 Chance
64 tickets
Take 5 Midday/Evening (5 from 1-39)
Probability
1 in 575,757
Prize
For each Take 5 draw, half of the sales revenue is allocated to prize money: 20% goes to the jackpot, 30% to the second prize, and 50% is distributed among the third prize winners.
Overall odds
1 in 8.77
50/50 Chance
6 tickets
North Carolina
Cash 5 (5 from 1-43)
Probability
1 in 962,598
Prize
The jackpot starts at $100,000 and rolls over until it’s won.
Overall odds
1 in 10.51
50/50 Chance
7 tickets
North Dakota
North Dakota is a participant in Lotto America, Lucky for Life, Mega Millions, and Powerball. Learn more
Ohio
Classic Lotto (6 from 1-49)
Probability
1 in 13,983,816
Prize
The jackpot begins at $1 million and continues to roll over until it is won, with a guaranteed increase of $100,000 each time.
Overall odds
1 in 54
50/50 Chance
38 tickets
Rolling Cash 5 (5 from 1-39)
Probability
1 in 575,757
Prize
The jackpot starts at $100,000 and increases until someone wins.
Overall odds
1 in 9
50/50 Chance
6 tickets
Oklahoma
Cash 5 (5 from 1-36)
Probability
1 in 376,992
Prize
The top prize is $25,000, and winners receive this full amount as the lottery covers all federal and state tax withholdings. Should there be more than five winners for the top prize, they will share an equal portion of $200,000.
Overall odds
1 in 7.6
50/50 Chance
5 tickets
Oregon
Lucky Lines (8 from 1-32)
Probability
1 in 65,536
Prize
The jackpot starts at $10,000 and increases every draw until it’s won.
Overall odds
1 in 3.96
50/50 Chance
3 tickets
Oregon’s Game Megabucks (6 from 1-48)
Probability
1 in 6,135,756
Prize
The jackpot starts at $1 million and grows until someone wins.
Overall odds
1 in 25.53
50/50 Chance
18 tickets
Win for Life (4 from 1-77)
Probability
1 in 1,353,275
Prize
The prizes are categorized into four tiers: $1,000 a week for life, and lump sums of $50,000, $20,000, and $10,000.
Overall odds
1 in 4.63
50/50 Chance
3 tickets
Pennsylvania
Cash 5 (5 from 1-43)
Probability
1 in 962,598
Prize
The prize constitutes 44% of the total prize money pool, with a minimum value of $150,000.
Overall odds
1 in 10.51
50/50 Chance
7 tickets
Match 6 (6 from 1-49)
Probability
1 in 13,983,816
Prize
The jackpot starts at $500,000 and increases until someone wins it.
Overall odds
1 in 54
50/50 Chance
38 tickets
Treasure Hunt (5 from 1-30)
Probability
1 in 142,506
Prize
The prize begins at $10,000 and grows from there.
Overall odds
1 in 5.45
50/50 Chance
4 tickets
Puerto Rico
Loto Cash (5 from 1–35 + 1 from 1–10)
Probability
1 in 3,246,320
Prize
The jackpot starts at $500,000 and increases until someone wins it.
Overall odds
1 in 8.9
50/50 Chance
6 tickets
Revanchax2 (5 from 1–35 + 1 from 1–10)
Probability
1 in 3,246,320
Prize
The jackpot starts at $100,000 and increases until someone wins it.
Overall odds
1 in 7.5
50/50 Chance
5 tickets
Rhode Island
Wild Money (5 from 1-38)
Probability
1 in 501,942
Prize
The jackpot starts at $20,000 and grows until it’s won
Overall odds
1 in 14.26
50/50 Chance
10 tickets
South Carolina
Palmetto Cash 5 (5 from 1-38)
Probability
1 in 501,942
Prize
$100,000.
Overall odds
1 in 8.4
50/50 Chance
6 tickets
South Dakota
Dakota Cash (5 from 1-35)
Probability
1 in 324,632
Prize
The jackpot starts at $20,000 and increases until it’s won.
Overall odds
1 in 7.2
50/50 Chance
5 tickets
Tennessee
Daily Tennessee Jackpot (5 from 1–38)
Probability
1 in 501,942
Prize
Begins at $30,000.
Overall odds
1 in 8.36
50/50 Chance
6 tickets
Tennessee Cash (5 from 1-35 + 1 from 1-5)
Probability
1 in 1,623,160
Prize
Begins at $200,000.
Overall odds
1 in 7
50/50 Chance
5 tickets
Texas
Cash Five (5 from 1-35)
Probability
1 in 1,324,632
Prize
$25,000.
Overall odds
1 in 7.2
50/50 Chance
5 tickets
Lotto Texas (6 from 1-54)
Probability
1 in 25,827,165
Prize
The jackpot starts at $5 million and increases until it’s won.
Overall odds
1 in 71.1
50/50 Chance
49 tickets
Texas Two Step (4 from 1-35 + 1 from 1-35)
Probability
1 in 1,832,600
Prize
The jackpot starts at $200,000 and increases until someone wins.
Overall odds
1 in 32.4
50/50 Chance
23 tickets
Vermont
Vermont participates in multi-state lottery games, including Gimme 5, Lucky for Life, Mega Millions, Powerball, and Tri-State Megabucks. Learn more
Virginia
Bank a Million (6 from 1-40)
Probability
1 in 3,838,380
Prize
Bank the $1 million prize with the Lottery covering the taxes for you.
Overall odds
1 in 18.3
50/50 Chance
13 tickets
Cash 5 (5 from 1-45)
Probability
1 in 1,221,759
Prize
The jackpot begins at $200,000 and continues to increase until it is won. Should the jackpot remain unclaimed, it will grow by at least $5,000.
Overall odds
1 in 11.44 1 in 3.61 with EZ Match
50/50 Chance
8 tickets
Washington
Hit 5 (5 from 1-42)
Probability
1 in 851,000
Prize
The jackpot value begins at $100,000 and increases until it’s won.
Overall odds
1 in 10.1
50/50 Chance
7 tickets
Washington Lotto (6 from 1-49 two tickets)
Probability
1 in 6,990,000
Prize
The jackpot starts at $1 million and increases until it’s won.
Overall odds
1 in 27.1
50/50 Chance
19 tickets
Match 4 (4 from 1-24)
Probability
1 in 10,626
Prize
$10,000.
Overall odds
1 in 8.7
50/50 Chance
6 tickets
West Virginia
Cash 25 (6 from 1-25)
Probability
1 in 177,100
Prize
When a draw results in 10 or fewer top prize winners, each receives $25,000. However, if there are 11 or more winners, they share an equal portion of a $250,000 prize pool.
Overall odds
1 in 8
50/50 Chance
6 tickets
Wisconsin
Badger 5 (5 from 1-31)
Probability
1 in 169,911
Prize
The jackpot starts at $10,000 and increases until someone wins.
Overall odds
1 in 6
50/50 Chance
4 tickets
Megabucks (6 from 1-49)
Probability
1 in 6,991,908
Prize
The jackpot starts at $1 million and grows until someone wins it.
Overall odds
1 in 26.8
50/50 Chance
19 tickets
SuperCash! (6 from 1-39)
Probability
1 in 1,631,312
Prize
The top prize amounts to $350,000. If a draw produces 20 or fewer top prize winners, each will receive $350,000. Should there be more than 20 winners, they will divide $7 million equally.
Overall odds
1 in 14
50/50 Chance
10 tickets
Wyoming
Cowboy Draw (5 from 1–45)
Probability
1 in 610,880
Prize
The jackpot starts at $250,000 and grows until it’s won.
Overall odds
1 in 6
50/50 Chance
4 tickets
What are the Best United States Lottery Games For You?
From the list above, notice how Colorado Lotto+ and Virginia’s Bank a Million stand out in winning odds compared to other lottery games offering the same prizes.
Comparing Colorado Lotto+ with Virginia’s Bank a Million, it becomes clear that the latter is preferable. Not only does it offer a substantial prize, but it also covers the tax on winnings. Furthermore, Bank a Million presents more favorable odds of winning, with a 1 in 18.3 chance compared to Colorado Lotto+’s 1 in 30. Hence, Bank a Million stands out as the superior choice.
When comparing Bank a Million with Powerball, it’s evident that Powerball offers a larger jackpot. However, from another perspective, both Powerball’s second and Bank a Million’s top prizes are valued at 1 million dollars. Despite this similarity, the odds of winning differ significantly. Winning 1 million in Bank a Million is more likely, with odds of 1 in 3,838,380, compared to the more challenging odds of 1 in 11,688,053.52 for Powerball.
Many United States lottery games have prizes that continue to grow until someone wins. When choosing a lottery game, it’s crucial to consider the prize and the odds of winning.
Also worth mentioning are lottery games that offer big prizes yet allow you to win any prize with fewer tickets. Among the list are Hoosier Lotto and the Tri-State Megabucks. With four tickets, you are entering a chance to win any prize, including the jackpot prize of $1 million.
However, be careful when choosing a lottery game with improved overall odds, as this can be tricky.
For example, in the Illinois Lotto, buying five tickets gives you a 50/50 chance to win something. For Lotto America, you need seven tickets for the same odds. But winning the jackpot in both games proves to be very difficult. The chances are 1 in 15,890,700 for Illinois Lotto and 1 in 25,989,600 for Lotto America. This information shows Hoosier Lotto and Tri-State Megabucks are better lottery games.
Mathematics remains the only effective tool you can use to make informed choices when playing a lottery game and achieve success. Read this: How to Win the Lottery According to Math
What is a lottery wheel, and how does it work?
A lottery wheel is designed to increase your chances of winning by strategically covering a selected set of numbers. This covering strategy traps the winning numbers and effectively enhances the probability of securing multiple winning combinations within your selection of numbers. Read Lottery Wheel: A Clever Mathematical Strategy That Works
Why is the success-to-failure ratio important in lottery combinations?
The ratio of success to failure in the lottery offers a simple guide for lottery players to make informed choices. A combinatorial group with a favorable S/F ratio will dominate the lottery draws. According to the law of large numbers, this group will continue to dominate as more drawing events take place. It's a mathematical certainty. This mathematical analysis provides lottery players with a more strategic method for selecting numbers. For more information, read The Winning Lottery Formula Using Math.
What is your lottery formula?
Our lottery formula is based on combinatorial mathematics and probability theory. We do not use statistical analysis because lottery games have a finite structure, and therefore, statistical analysis is not the appropriate tool for understanding the behavior of balls in a truly random game. For more details on the lottery formula we implement, please read The Winning Lottery Formula Using Math
Are lottery games predictable?
Yes, a lottery game is mathematically deterministic. However, it's important to recognize that we cannot predict the next winning numbers due to the lottery's inherent randomness. But because a lottery game obeys the dictate of probability, you have the power to make calculated guesses and never be mathematically wrong. To understand why, please read A Truly Random Lottery with a Deterministic Outcome
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