Okay, so the official commercial for Mutant Mania says there are over a million combinations with their mix-and-match gimmick.
Each figure has 3 pieces: head, torso, and legs.
There are 120 different figures (there are really a few more, but let's just stick with this number because it is the base set number of figures).
So to determine the number of "possible combination" to create a unique 3-piece figure, don't you take 120^3 (120 to the 3rd power) or:
120 X 120 X 120 = 1,728,000
So, they are right. There is over a million combinations.
Is this correct? Is this how you solve this math problem?
Do I get a gold star or am I doing it wrong?