MathProbabilityEvents and probabilities

Bayes theorem

Exhaustive events

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A coin was tossed twice. Let $H_1$ mean that it came up heads at least once, $H_2$ $-$ that it came up tails at least once. Are $H_1, H_2$ exhaustive events?

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No, because their union isn't the whole space of all outcomes

Yes

No, because their intersection isn't an empty set

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