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Suppose ∣A∣=∣B∣=∣C∣=100,∣A∩B∣=60,∣A∩C∣=50,∣B∩C∣=40, and ∣A∪B∪C∣=175| A | = | B | = | C | = 100 , | A \cap B | = 60 , | A \cap C | = 50 , | B \cap C | = 40 \text {, and } | A \cup B \cup C | = 175

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Suppose ∣A∣=∣B∣=∣C∣=100,∣A∩B∣=60,∣A∩C∣=50,∣B∩C∣=40, and ∣A∪B∪C∣=175| A | = | B | = | C | = 100 , | A \cap B | = 60 , | A \cap C | = 50 , | B \cap C | = 40 \text {, and } | A \cup B \cup C | = 175 . How mant elements are in A∩B∩CA \cap B \cap C

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