Detailed truth table of ,,(P v Q) & (R => P) & ~ (P & Q ) => (R => ~Q) ''

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  P Q R  |  (((P v Q) & (R -> P)) & ~(P & Q)) -> (R -> ~Q)
  -------+------------------------------------------------
  1 1 1  |       1    1     1     0 0   1     *1     0 0  
  1 1 0  |       1    1     1     0 0   1     *1     1 0  
  1 0 1  |       1    1     1     1 1   0     *1     1 1  
  1 0 0  |       1    1     1     1 1   0     *1     1 1  
  0 1 1  |       1    0     0     0 1   0     *1     0 0  
  0 1 0  |       1    1     1     1 1   0     *1     1 0  
  0 0 1  |       0    0     0     0 1   0     *1     1 1  
  0 0 0  |       0    0     1     0 1   0     *1     1 1  


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© Christian Gottschall / chris@logik.phl.univie.ac.at / 2005/09/04 11:39:21