The Fundamental Counting Principle is the basis for the formulas on the number of permutations and combinations. Suppose you have three tasks: Task A can be accomplished in 3 ways, Task B in 4 ways and Task C in 5 ways. In how many ways can these three tasks be performed together?
The Fundamental Counting Principle: If there are x ways for one activity to occur, and y ways for a second activity to occur, then there are x • y ways for both to occur.
Use that ^^^ to get an answer. Do you have an idea as to what the answer might be?
I have no idea what the answer is
Multiply: 3 ways for task A; 4 for B; and 5 for C. According to the Principle, take the product of 3, 4, and 5.
What did you get for the product? @bigderrick88
still trying to figure it out
What is 3 times 4 times 5?
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