nick1048
Mè çHöP ŸèW
- Joined
- Apr 29, 2004
- Messages
- 1,613
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- HSC
- 2005
Hey all, this may seem simple but I want some accurate results cause it's kinda of important.
Ok. I'm making a poker machine using visual basic 6 and the layout and commands are fine, along with the spinning images for the reels, however I'm having a problem with calculating some probabilities to make a payout table.
I have 6 images appearing at random on a 3 x 3 slot machine, therefore I have 9 possible squares where 6 possible images can appear. These images can repeat themselves and do not have to appear in any order, however I have made it so some images are more common than others.
There are 31 possible combinations on any one square
10 x hats symbol
8 x guns symbol
6 x money symbol
4 x horseshoe symbol
2 x sherifs star symbol
1 x Lucky 7 symbol
Making the maximum of 31.
I would like to know the maximum number of possible combinations on the 3 x 3 square, which is the first problem.
The second problem is how can I make winnings, must I seperate the lines into 3 different sets of 1 x 3 squares instead of a whole 3 x 3... If anyone can answer the first question of the maximum probability with working out or calculation of how they did it, that would be more than enough. I will work out the rest. Thanks guys for your assistance
Ok. I'm making a poker machine using visual basic 6 and the layout and commands are fine, along with the spinning images for the reels, however I'm having a problem with calculating some probabilities to make a payout table.
I have 6 images appearing at random on a 3 x 3 slot machine, therefore I have 9 possible squares where 6 possible images can appear. These images can repeat themselves and do not have to appear in any order, however I have made it so some images are more common than others.
There are 31 possible combinations on any one square
10 x hats symbol
8 x guns symbol
6 x money symbol
4 x horseshoe symbol
2 x sherifs star symbol
1 x Lucky 7 symbol
Making the maximum of 31.
I would like to know the maximum number of possible combinations on the 3 x 3 square, which is the first problem.
The second problem is how can I make winnings, must I seperate the lines into 3 different sets of 1 x 3 squares instead of a whole 3 x 3... If anyone can answer the first question of the maximum probability with working out or calculation of how they did it, that would be more than enough. I will work out the rest. Thanks guys for your assistance
