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Which of the following Boolean expressions is equivalent to \neg (\neg A \vee...

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Which of the following Boolean expressions is equivalent to $\neg (\neg A \vee \neg B) \vee C$ \neg (\neg A \vee \neg B) \vee C?

$(A \wedge C) \vee (B \wedge C)$ (A \wedge C) \vee (B \wedge C)

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$(\neg A \vee C) \wedge (\neg B \vee C)$ (\neg A \vee C) \wedge (\neg B \vee C)

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$(A \vee C) \wedge (B \vee C)$ (A \vee C) \wedge (B \vee C)

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$(\neg A \wedge C) \vee (\neg B \wedge C)$ (\neg A \wedge C) \vee (\neg B \wedge C)

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