Florida Lotto Odds Calculator

› Florida Lotto

Calculate Lotto Odds Round Odds:

 Balls to be drawn: Total number of prize levels: 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 From a pool of: Tick to include bonus balls: Bonus balls to be drawn: Prize levels that involvematching a bonus ball: 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 From the remaining: From a separate pool of: Bonus ball name: Bonus Ball Cash Ball Extra Ball Euro Number Free Ball Hot Ball Jolly Ball Lucky Ball Lucky Star Mega Ball Plus Ball Powerball Super Ball Star Ball Thunderball Extra Shot Odds for Popular Lotteries: ---- Choose a Lottery ---- Australia Set For Life California SuperLotto Plus EuroMillions Eurojackpot Florida Lotto Irish Lotto Lotto America Mega Millions Powerball South Africa Lotto South Africa Lotto Plus 1 South Africa Lotto Plus 2 South Africa Powerball South Africa Powerball Plus SuperEnalotto UK Health Lottery UK Lotto

Calculated Odds
Numbers Matched Odds Show Working Out +
6 Main Numbers (Jackpot) 1 in 22,957,480.000 Show/Hide ›

The odds for this prize level are not influenced by any 'Bonus Balls' and only the variables associated with the main ball pool are required to calculate the correct odds. The following formula is therefore used (Please note: calculations have been rounded):

 C(n,r)
 C(r,m)
×
 C(n-r,r-m)
C(n,r) = Odds of correctly choosing r balls from n
n = Number of balls in the main pool
r = Balls drawn from the main pool
m = Balls to be matched from the main pool
 C(53,6)
 C(6,6)
×
 C(53-6,6-6)
Substitute:
n for 53 (number of balls in the main pool)
r for 6 (balls drawn from the main pool)
m for 6 (balls to be matched from the main pool)
 53! 6! × (53 - 6)!
 6! 6! × (6 - 6)!
×
 47! 0! × (47 - 0)!
Expand:
C(53,6) = 53! ÷ (6! × (53-6)!)
C(6,6) = 6! ÷ (6! × (6-6)!)
C(53-6,6-6) = 47! ÷ (0! × (47-0)!)
! means 'Factorial' eg: 53! = 53 × 52 × 51 ... × 1
Note: 0! = 1
 22,957,480 1 × 1
Simplify:
53! ÷ (6! × (53-6)!) = 22,957,480
6! ÷ (6! × (6-6)!) = 1
47! ÷ (0! × (47-0)!) = 1
 22,957,480 = 22,957,480.000 1
Calculate:
22,957,480 ÷ (1 × 1) = 22,957,480.000
5 Main Numbers 1 in 81,409.504 Show/Hide ›

The odds for this prize level are not influenced by any 'Bonus Balls' and only the variables associated with the main ball pool are required to calculate the correct odds. The following formula is therefore used (Please note: calculations have been rounded):

 C(n,r)
 C(r,m)
×
 C(n-r,r-m)
C(n,r) = Odds of correctly choosing r balls from n
n = Number of balls in the main pool
r = Balls drawn from the main pool
m = Balls to be matched from the main pool
 C(53,6)
 C(6,5)
×
 C(53-6,6-5)
Substitute:
n for 53 (number of balls in the main pool)
r for 6 (balls drawn from the main pool)
m for 5 (balls to be matched from the main pool)
 53! 6! × (53 - 6)!
 6! 5! × (6 - 5)!
×
 47! 1! × (47 - 1)!
Expand:
C(53,6) = 53! ÷ (6! × (53-6)!)
C(6,5) = 6! ÷ (5! × (6-5)!)
C(53-6,6-5) = 47! ÷ (1! × (47-1)!)
! means 'Factorial' eg: 53! = 53 × 52 × 51 ... × 1
Note: 0! = 1
 22,957,480 6 × 47
Simplify:
53! ÷ (6! × (53-6)!) = 22,957,480
6! ÷ (5! × (6-5)!) = 6
47! ÷ (1! × (47-1)!) = 47
 22,957,480 = 81,409.504 282
Calculate:
22,957,480 ÷ (6 × 47) = 81,409.504
4 Main Numbers 1 in 1,415.817 Show/Hide ›

The odds for this prize level are not influenced by any 'Bonus Balls' and only the variables associated with the main ball pool are required to calculate the correct odds. The following formula is therefore used (Please note: calculations have been rounded):

 C(n,r)
 C(r,m)
×
 C(n-r,r-m)
C(n,r) = Odds of correctly choosing r balls from n
n = Number of balls in the main pool
r = Balls drawn from the main pool
m = Balls to be matched from the main pool
 C(53,6)
 C(6,4)
×
 C(53-6,6-4)
Substitute:
n for 53 (number of balls in the main pool)
r for 6 (balls drawn from the main pool)
m for 4 (balls to be matched from the main pool)
 53! 6! × (53 - 6)!
 6! 4! × (6 - 4)!
×
 47! 2! × (47 - 2)!
Expand:
C(53,6) = 53! ÷ (6! × (53-6)!)
C(6,4) = 6! ÷ (4! × (6-4)!)
C(53-6,6-4) = 47! ÷ (2! × (47-2)!)
! means 'Factorial' eg: 53! = 53 × 52 × 51 ... × 1
Note: 0! = 1
 22,957,480 15 × 1,081
Simplify:
53! ÷ (6! × (53-6)!) = 22,957,480
6! ÷ (4! × (6-4)!) = 15
47! ÷ (2! × (47-2)!) = 1,081
 22,957,480 = 1,415.817 16,215
Calculate:
22,957,480 ÷ (15 × 1,081) = 1,415.817
3 Main Numbers 1 in 70.791 Show/Hide ›

The odds for this prize level are not influenced by any 'Bonus Balls' and only the variables associated with the main ball pool are required to calculate the correct odds. The following formula is therefore used (Please note: calculations have been rounded):

 C(n,r)
 C(r,m)
×
 C(n-r,r-m)
C(n,r) = Odds of correctly choosing r balls from n
n = Number of balls in the main pool
r = Balls drawn from the main pool
m = Balls to be matched from the main pool
 C(53,6)
 C(6,3)
×
 C(53-6,6-3)
Substitute:
n for 53 (number of balls in the main pool)
r for 6 (balls drawn from the main pool)
m for 3 (balls to be matched from the main pool)
 53! 6! × (53 - 6)!
 6! 3! × (6 - 3)!
×
 47! 3! × (47 - 3)!
Expand:
C(53,6) = 53! ÷ (6! × (53-6)!)
C(6,3) = 6! ÷ (3! × (6-3)!)
C(53-6,6-3) = 47! ÷ (3! × (47-3)!)
! means 'Factorial' eg: 53! = 53 × 52 × 51 ... × 1
Note: 0! = 1
 22,957,480 20 × 16,215
Simplify:
53! ÷ (6! × (53-6)!) = 22,957,480
6! ÷ (3! × (6-3)!) = 20
47! ÷ (3! × (47-3)!) = 16,215
 22,957,480 = 70.791 324,300
Calculate:
22,957,480 ÷ (20 × 16,215) = 70.791
2 Main Numbers 1 in 8.581 Show/Hide ›

The odds for this prize level are not influenced by any 'Bonus Balls' and only the variables associated with the main ball pool are required to calculate the correct odds. The following formula is therefore used (Please note: calculations have been rounded):

 C(n,r)
 C(r,m)
×
 C(n-r,r-m)
C(n,r) = Odds of correctly choosing r balls from n
n = Number of balls in the main pool
r = Balls drawn from the main pool
m = Balls to be matched from the main pool
 C(53,6)
 C(6,2)
×
 C(53-6,6-2)
Substitute:
n for 53 (number of balls in the main pool)
r for 6 (balls drawn from the main pool)
m for 2 (balls to be matched from the main pool)
 53! 6! × (53 - 6)!
 6! 2! × (6 - 2)!
×
 47! 4! × (47 - 4)!
Expand:
C(53,6) = 53! ÷ (6! × (53-6)!)
C(6,2) = 6! ÷ (2! × (6-2)!)
C(53-6,6-2) = 47! ÷ (4! × (47-4)!)
! means 'Factorial' eg: 53! = 53 × 52 × 51 ... × 1
Note: 0! = 1
 22,957,480 15 × 178,365
Simplify:
53! ÷ (6! × (53-6)!) = 22,957,480
6! ÷ (2! × (6-2)!) = 15
47! ÷ (4! × (47-4)!) = 178,365
 22,957,480 = 8.581 2,675,475
Calculate:
22,957,480 ÷ (15 × 178,365) = 8.581

Overall Odds: 1 in 7.611

Please note, some lotteries have irregular prize levels, therefore the odds calculated may not be 100% accurate.

How to use the Lotto Odds Calculator

1. Enter the number of balls to be drawn
2. Enter the total number of balls from which these are drawn
3. Choose the total number of prize levels the lottery has, eg: Match 6, Match 5, Match 4 and Match 3 would be 4 levels
4. If the lottery includes 'bonus' numbers eg: a Powerball, tick the "include bonus balls" box
5. If the box has been ticked, a dropdown menu will appear in a similar style to the original fields. Enter the number of 'bonus' numbers to be drawn, the size of the pool it/they are drawn from, and the amount of prize levels that involve matching the bonus number. Finally, select the name of the bonus number from the remaining dropdown box
6. Click the "Calculate Odds" button to view the odds, or to start again, click Reset.

Alternatively you can choose a lottery from the "Popular Lotteries" dropdown menu at the bottom of the form to quickly input the variables for your chosen lottery and auto-display the odds table.