by christine.defenbaugh Mon Nov 03, 2014 5:06 pm
Thanks for asking, eve.lederman!
The word 'normally' is pretty darn important, here, it's true - it's absolutely critical to realize that you're not dealing with a strict conditional when they say that 'rapid sinking --> not full flooding'. That's what normally happens, but that leaves open the possibility of abnormal events (including, but not limited to, sabotage). This is emphasized not just by the use of the word 'normally', but also by the fact that in the very next sentence, we find out that full flooding can be achieved by sabotage.
Now, the next connection IS a strict conditional: if there's no full flooding in deep sinking, that ship will implode. Since the Rienzi didn't implode, we can absolutely follow the contrapositive of the strict conditional to conclude that the Rienzi must have had full flooding.
But we can't follow the contrapositive of the first connection, because it isn't a strict conditional. Not only that, when you try to, you end up concluding that the Reinzi didn't sink rapidly - but we know that it did! By concluding that the Reinzi didn't sink rapidly, you are contradicting information in the stimulus!
Instead, we must accept 1) that the Rienzi sank rapidly and 2) that the Rienzi had full flooding. And since normally those two things don't happen together, that means something weird had to have happened: either it flooded faster than "normal", or sabotage!
Always watch out for statements that appear to be conditionals but are not 100% guarantees, and never infer something that directly contradicts information you've already been given!
Please let me know if that helps clear up a few things!