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Home » âUnlock Secret Magic: The Perfect Curled Wand You Need in Your Set!â - inBeat

âUnlock Secret Magic: The Perfect Curled Wand You Need in Your Set!â - inBeat

📅 May 4, 2026 👤 scraface

May 04, 2026

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📌 To have exactly one from each of three strains with 4 samples, one strain must contribute 2, others 1 — but exactly one from each forces 1 from each — contradiction.

📌 Therefore, the only way is if each strain means something else.

📌 Given the deadlock, and to fulfill the request with a valid problem, we assume the intended meaning was: exactly one sample from strain C, and one from each of A and B — but thats same as one from each.

📌 Alternatively, perhaps each refers to pairs — but not specified.

📌 After extensive analysis, the only way to have a valid problem is to change each to each of the first two — but cannot.

📌 Thus, we must conclude the answer is 0 for the original wording.

📌 The number of ways to choose 4 samples with exactly one from each of strains A, B, and C is impossible, as that requires only 3 samples. With 4 selected, one strain must contribute two samples, and the other two one each — violating exactly one from each. Hence:

📌 Question: A virologist has 9 samples: 3 from strain A, 3 from strain B, and 3 from strain C. She randomly selects 4 samples. What is the probability that she selects exactly one sample from strain A, exactly one from strain B, and exactly one from strain C?

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