Will give more p0ints if correct
1 answer:
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Answer:
5,040
Step-by-step explanation:
Hmmm...this one is a bit tricky. First, prepared contains 8 letters. To find the number of ways this can be rearranged use the fundamental counting principle.
First letter - 8 choices
Second letter - 7 choices
Third letter - 6 choices
So the number of outcomes would be
But wait, there's more. Prepared has some duplicate letters, the P, R, and E. That means if the letters were written ppeerrad it would be indistinguishable if it was the first or second P written first. So that means the letter P generates 2 outcomes that appear the same
Same for the letter R
And same for the letter E
