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This Concept Map, created with IHMC CmapTools, has information related to: modus tollens, whenever p, q therefore (ArgScheme: modus tollens) not p, p → q therefore (ArgScheme: modus ponens) ~p, not p therefore (ArgScheme: modus tollens) not q, universal statement, like a law used, first of all, as warrant (located in LAM under- neath the "therefore", p only if q therefore (ArgScheme: modus tollens) not p, not q therefore (ArgScheme: modus tollens) not p, the man did not die therefore (ArgScheme: modus tollens) the cable did not electrocute the man, If the cost/benefit ratio for action A is lower than for action B, then action A is better therefore (ArgScheme: modus tollens) the cost/ benefit ratio for action A is higher than for action B, not p therefore (ArgScheme: modus tollens) not q, If you are a psychology major, then you are required to take statistics therefore (ArgScheme: modus tollens) you are not a psychology major, p is a necessary condition for q therefore (ArgScheme: modus tollens) not q, if you want to maintain a good reputation, then give only honest advice therefore (ArgScheme: modus tollens) you do not want to maintain a good reputation, not q therefore (ArgScheme: modus tollens) not p, You will excel in school, provided that you study hard therefore (ArgScheme: modus tollens) you do not study hard, action A is not better than action B therefore (ArgScheme: modus tollens) the cost/ benefit ratio for action A is higher than for action B, ~q therefore (ArgScheme: modus ponens) ~p, p unless q therefore (ArgScheme: modus tollens) q, If p, then q therefore (ArgScheme: modus tollens) not p, not p therefore (ArgScheme: modus tollens) q, not q therefore (ArgScheme: modus tollens) not p