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Odds of two or three
How great are my odds of matching two numbers better than matching 3 numbers from the same pool of numbers.
Jun 26, 2009, 4:41 pm - Editgap - Mathematics Forum
How to calculate this?
What does matter is the possible combinations of 1's and 2's in a pool of 14 numbers and they are 14 and 91.
Feb 12, 2009, 1:38 pm - RJOh - Mathematics Forum
numbers don't lie
I don't know where he was going either, but both of our examples are good ways to show that while numbers don't lie, what we do with them may be misleading to some, or at least counter-intuitive. Just because some people are fooled doesn't mean that there is any intent to deceive.By choosing to reduce each group of 10 by 3, you chose the pattern that resulted in the highest number of combinations. By reducing only 1 group of 10 by all 9, I chose the one with the fewest combinations. I don't kno
Apr 3, 2007, 12:28 pm - KY Floyd - Mathematics Forum
Potential Reoccurrence Probability
I totally agree that there is no equation (that is related to probability) that will predict and pinpoint the very next lottery number to be selected.
Probability is closely tied to combinatorics. Odds and probabilities are calculations that are based on the combinations permutations that one is playing or measuring against the total amount of possibilities. Probability formulas always refer to these elements in one way or another.
Perhaps the real problem isn't the use of mathematics
Nov 18, 2006, 1:26 pm - Thoth - Mathematics Forum
New approach to Linear Filtering
Also, I play pool myself, started learning seriously about 2 years ago and have an 8' table in my basement.
Nov 11, 2006, 2:47 am - JADELottery - Mathematics Forum
probability types
The above observations about 26% of the time was just one example. Going the other way if one looks at the previous 16 drawings which usually covers 38-46 numbers, all the winning numbers are in that group 29% of the time and if you only include numbers that have hit 1-2 times, the pool is reduced to 26-40 numbers and have all the winning numbers 7% of the time.
As Thoth suggests, the trick is to find an event that has a mathematical advantage by the number of times it occurs. I suspect the
Sep 21, 2006, 6:30 pm - RJOh - Mathematics Forum
Determining a Coincidence or Possible Trend
BTW - I select numbers NOT by hot/cold/due, I eliminate numbers using certain criteria, which leaves me with a 'pool' to choose from.
Sep 10, 2006, 7:03 pm - guesser - Mathematics Forum
Mathematical Cost of Playing the Game
solemntruth math works like this.1. Solemntruth form lottery pool team of 12 members.2. Each team member pay him $50 to buy tickets3. He use their $600 (12 x $50) to buy $360 worth of tickets4. Team members share *$360 worth of tickets, solemntruth makes $240. * team member cost for $360 worth of chances $50 = saving of $310 ea. **better math - 12 friends who know each other put $50 in a pool, buy $600 worth of tickets and have even better chance to win something.** team member cost for $600
May 15, 2004, 11:31 am - RJOh - Mathematics Forum
I have a math question
Yep.
Hence, the files we made.
The files can be found here:
Excel 2007 - ftp://www.jadexcode.com/Excel/CombinatorialIndex.xlsm
Excel 2003 - ftp://www.jadexcode.com/Excel/CombinatorialIndex.xls
These have function description and usage in the Function Information tab.
=Fact(N)
Returns -
- An integer
- The factorial of N, mathematically written as ' N! '
- N!
- N (N - 1) (N - 2) 3 2 1
- 0! = 1
=Perm(N, R)
Returns -
- An integer
Dec 31, 2015, 4:52 pm - JADELottery - Mathematics Forum
Combinations and Statistics Help
Ohio once had a game that picked an extra ball for its 6/49 game from its main pool.
combination size 6
basic pool size 49
(B) bonus = 7th number drawn
smallest match no (B) number 3
largest match with bonus 5
smallest match with bonus 3
tickets or chances per draw 1
possible combos of 6/49 numbers = 13983816
MATCHES ODDS WINNING COMBOS
6/6+0 1 : 13983816 1
5/6+B 1 : 2330636 6
5/6+0 1 : 55491 252
4/6+B 1 : 22197 630
4/6+0 1 : 1083 12915
3/6+B 1 : 812
Jan 20, 2011, 3:21 pm - RJOh - Mathematics Forum