A person who does not have both a high school diploma and a demonstrated competence in the techniques of cardiopulmonary resuscitation will not be licensed as an emergency medical technician.
Conclusion
Marie will be licensed as an emergency medical technician.
Evidence (since)
Marie has a high school diploma and a demonstrated competence in CPR.
A person who doesn't have a high school diploma and doesn't have demonstrated competence in CPR will not be licensed as an emergency medical technician.
Evaluate
Whenever we do Parallel Flaw, we listen a little extra hard for the top 6 famous flaws (Nec vs. Suff, Part vs. Whole, Unproven vs. Proven False, Sampling, Ad Hominem, Causal).
This argument is committing a Necessary vs. Sufficient flaw, meaning the argument provides a conditional logic premise and then the author interprets it in an illegal reversed or negated fashion. Since the flaw here is related to conditional logic, it makes sense to try to get an abstract recipe for the argument.
Conditional Premise No Diploma Not be or → Licensed ~A or ~B → ~C No Comp in CPR as EMT
Factual Premise Mary = Diploma, Comp in CPR X is A and B.
Factual Conclusion Mary = Licensed as EMT X is C.
Goal
With conditionals, we're never allowed to just "flip the lightswitch" on the ideas. We can say . That doesn't mean we're saying .
We're looking for this structure Prem 1: ~A or ~B → ~C Prem 2: X is A and B. Conc: X is C.
But we could settle for an Illegal Negation, even if it didn't match that exact structure.
We just need a conditional, and then a Premise to Conclusion move that works by illegally negating that conditional.