What is the answer to this neopets puzzle?

Question

The Lost Desert, Haunted Woods, Krawk Island, and Terror Mountain Yooyuball teams decided to play a small tournament against each other; each team would play once against each other team.

After all the games were played, the Lost Desert team won all three of their games, scoring six goals total while only giving up one goal.

The Haunted Woods team won a single game, tied a game, and lost a game. They only scored two goals total, while giving up four goals.

The Krawk Island team won a single game and lost two games. They only scored two goals total, while giving up two goals.

The Terror Mountain team did not win any games; they tied once and lost twice. They only scored two goals, and gave up five goals.

If you take the number of goals the Lost Desert team scored against the Haunted Woods, and you multiply that by the number of goals that Krawk Island scored against Terror Mountain, and you multiply all that by the total number of goals scored in the game between the Lost Desert and Terror Mountain, and you add to that the number of goals Krawk Island scored against the Haunted Woods, what number will you get?

Answer 1

According to the forum I found the answer is 18.



You might want to check out my source just in case though. They have explanations of why it is.

Answer 2

I think its 18 too, but cant be sure.

Answer 3

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