Use Venn diagrams to verify De Morgans law for set difference
$A ∖ (B \cap C) = (A ∖ B) \cup (A ∖ C)$

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Solution

From $(2)$ and $(5)$
$A$ \ $(B \cap C) = (A$ \ $B) \cup (A$ \ $C)$ is verified.

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A ∖ (B \cap C) = (A ∖ B) \cup (A ∖ C)

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