What are some common mistakes people make in permutations and combinations?
Some common mistakes include confusing permutations with combinations, neglecting to account for identical items, and misapplying the factorial formula.
Can you explain the difference between permutations and combinations?
Sure! Permutations consider the order of items, while combinations do not. For example, ABC and ACB are different permutations but the same combination.
How do identical items affect permutations?
When dealing with identical items, you need to divide by the factorial of the number of identical items to avoid overcounting.
Can you give an example of a problem involving these concepts?
Absolutely! If you have 3 letters A, A, and B, the number of unique permutations is 3! / 2! = 3.
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