There are a total of 6 suspects, 9 rooms, and 6 weapons in the game of Clue. To find the total number of different combinations, you need to multiply the number of suspects by the number of rooms, and then multiply that result by the number of weapons.
6 suspects x 9 rooms x 6 weapons = 324
Therefore, there are 324 different combinations of suspects, locations, and weapons in Clue.
So, the correct answer is 324.
In the game of Clue, there are 6 suspects, 9 rooms and 6 weapons. How many different combinations of suspects, locations and weapons are there?
696
324
21
45
1 answer
1 answer