dimkino
New member
- Joined
- Dec 16, 2013
- Messages
- 2
Hello all, I hope to have your support in this small problem or question...
There are 14 soccer games to play, every week.
We must predict for each of 13 games, if team A or team B, will WIN, DRAW or LOSE.
The table will look something like this, we must write an "x" over the combination we choose. Only one "x" per pair.
Ex:
1. Team A vs. Team B - W D L
2. Team A vs. Team B - W D L
3. Team A vs. Team B - W D L
...
13. Team A vs. Team B - W D L
And the last game, we must predict if the game will end 0:0, or 1:1, or 1:M, or M:1, or one of ... 15 combinations, (where M is more than 1 goal)
14. Team A vs. Team B - 0 1 M : 0 1 M
Now, the question is... How many combinations can be done, so that whatever the result of the games are, we will have at least one correct combination?
And how do you calculate it? Formula used?
Will be very gratefull for your time and help!
Thanks!!!
There are 14 soccer games to play, every week.
We must predict for each of 13 games, if team A or team B, will WIN, DRAW or LOSE.
The table will look something like this, we must write an "x" over the combination we choose. Only one "x" per pair.
Ex:
1. Team A vs. Team B - W D L
2. Team A vs. Team B - W D L
3. Team A vs. Team B - W D L
...
13. Team A vs. Team B - W D L
And the last game, we must predict if the game will end 0:0, or 1:1, or 1:M, or M:1, or one of ... 15 combinations, (where M is more than 1 goal)
14. Team A vs. Team B - 0 1 M : 0 1 M
Now, the question is... How many combinations can be done, so that whatever the result of the games are, we will have at least one correct combination?
And how do you calculate it? Formula used?
Will be very gratefull for your time and help!
Thanks!!!
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