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Uploaded by on Mar 15, 2009

I know I mentioned this at the end of the Conjunction rules video. So here it is. :)

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Education

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Standard YouTube License

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Uploader Comments (NaturalDeduction)

  • Can you prove a=c . b=d with premise a=b . b=c . c=d with only . elim and . intro?

  • @MouseGuard1

    If by = you mean equality, no, I cannot. Equality is a special form of predicate and that is a more complicated form of logic. If you are just doing your best to type a biconditional, then the rules I need are are biconditional introduction and elimination as well as the conjunction rules ( I think you meant conjunction by the .) so to prove your conclusion, first prove each conjunct. get a=c by biconditional introduction, first scope line showing assuming a, concluding c etc.

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  • Would it have been possible to use Constructive Dilemma?

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