these are the same thing right?

[rancid galleon]

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[shrewd pumice]

well think about it

$(A\cup B)^c$ is literally $C \setminus (A\cup B)$

[old pelican]

Yuh

[junior dome]

danilojonic

[old pelican]

Yuh

[shrewd pumice]

so umm yeah

did you do De Morgan laws?

because this is it

[old pelican]

Yeah

[shrewd pumice]

thats literally it by definition of De Morgan's laws

[old pelican]

Yeah ok

[shrewd pumice]

although he uses logical symbols this is equivalent

[old pelican]

I was 99% sure they were equivalent and I was like hmm lemme check to make sure

[shrewd pumice]

translate it to logic symbols

what will it be

$\cup$, $\cap$, $c$

[junior dome]

danilojonic

[shrewd pumice]

I am waiting lil bro🙏 😭

[solid rune]

Is it?

[shrewd pumice]

I didn't consider the plane U if that's what you're thinking

[normal moat]

complements are in the context of the universe

(A^c = U \setminus A) by definition

[junior dome]

Invariance

[fierce meteor]

@old pelican

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