“How many distinct permutations can be formed from the word Apple?”
"How many distinct permutations can be formed from the word Apple?"
Answer: "60"
"The word “Apple” has 5 letters with “p” repeated twice. The number of distinct permutations is calculated as 5! / 2! = 120 / 2 = 60. Permutations are fundamental in combinatorics used in probability coding and data analysis. Understanding how to compute distinct arrangements accounts for repetitions ensuring accurate calculations in mathematical modeling cryptography and algorithm design where precise counting is critical for problem-solving."
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