Question

In a game, a complete set of cards consists of one situational card, one power card, andone level card. If Blake holds five situational cards, four power cards and ten level cards,how many different complete sets of cards does he have

Answer 1

For the situational card, Blake needs one and he has 5, so there are 5 possible choices.

For the power card, he needs 1 from 4, so there are 4 possible choices.

For the level card, he needs 1 from 10, so there are 10 possible choices.

The number of different complete sets will be the product of the possible choices of each card:

`\text{different complete sets}=5\cdot4\cdot10=200`

So there are 200 different complete sets that can be made.