Proof of De Morgan's Law for the Union of Two Sets

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Proof of De Morgan's Law for the Union of Two Sets
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Union --> OR between sets
Intersect --> AND between sets
Complement --> NOT for a set

So, converting our statement, we get:
~(A ^ B),

By Demorgan,

~A and ~B

And converting back we get
Complement(A) Intersection Complement(B)

darcash
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Amazing. Best example ever. It's noticiable you like maths

iagocasalderreycasalderrey
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Why do you sometimes use the biconditional arrow <=> and sometimes just use = ?.... How to know when to use which?

hjjkjb