demorganaids
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#1
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– ( - X V – Y) ^ Z
Could somebody please solve this using de morgan's laws
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ghostwalker
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#2
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(Original post by demorganaids)
– ( - X V – Y) ^ Z
Could somebody please solve this using de morgan's laws
Just LaTex that.

\lnot(\lnot X  \lor \lnot Y)\land Z

Assuming not takes precedence over or/and, we get initially:

(\lnot \lnot X \land \lnot \lnot Y)\land Z

That's the only bit of de Morgan required.

I presume you can finish from there.
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Notnek
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(Original post by ghostwalker)
Just LaTex that.

\lnot(\lnot X  \lor \lnot Y)\land Z

Assuming not takes precedence over or/and, we get initially:

(\lnot \lnot X \land \lnot \lnot Y)\land Z

That's the only bit of de Morgan required.

I presume you can finish from there.
I looked at the question earlier but didn't spot that ^ meant \land :facepalm:
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Chichaldo
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Is this actually something? No one I finished at A level f maths, maths and physics
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Notnek
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(Original post by Chichaldo)
Is this actually something? No one I finished at A level f maths, maths and physics
Your post doesn't make any sense, to me at least.
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RDKGames
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(Original post by Notnek)
Your post doesn't make any sense, to me at least.
Doesn't make sense to me either.

(Original post by Chichaldo)
Is this actually something? No one I finished at A level f maths, maths and physics
It's Boolean algebra, uni level maths stuff to do with logic, if that's what you're asking.
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Chichaldo
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(Original post by Notnek)
Your post doesn't make any sense, to me at least.
Presuming it was something to do with mathematics or physics and that I do not comprehend it. Thought for a sec it was not real ngl
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Chichaldo
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(Original post by RDKGames)
It's Boolean algebra, uni level maths stuff to do with logic, if that's what you're asking.
Yeah that's all I meant, ty
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