Olympics challenge problem

Teams are divided into two groups of six nations, playing every team in their group once. Three points are awarded for a victory, one for a draw.

How many total combinations of of points are possible in each group's points table ?

(In other words, how many total valid points table are possible for each group ?)

Question

Olympics challenge problem

Teams are divided into two groups of six nations, playing every team in their group once. Three points are awarded for a victory, one for a draw.

How many total combinations of of points are possible in each group's points table ?

(In other words, how many total valid points table are possible for each group ?)

mathmate · Answer

Like this?
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and three possible outcomes for each possible line?

ganeshie8 · Answer

Yeah, but a team cannot play with itself. Its essentially like handshaking where each team plays with every other team.

yumyum247 · Answer

GOD IS THE ANSWER..X'D

ganeshie8 · Answer

Haha I'm beginning to feel the same about this problem !

faiqraees · Answer

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Shouldn't it be like this?