yuchenh Wrote:I still don't understand why the second part of D is correct despite explanations have been given above. Christine.Defenbaugh could you please explain this one?
Happy to oblige,
yuchenh!
Logicfiend has already cut to the heart of it:
logicfiend Wrote:The last sentence in the stimulus is equating being required (or obligated) to perform an action as the SAME THING as having a legal obligation to perform an action. This is what the answer choice on (D) is capitalizing on.
When we say that two things are the same thing, or identical, we are in essence creating a biconditional relationship. This is one of the reasons that I caution students not to use the "=" sign casually when conditional relationships pop up - most of them are only one direction, and thus the "=" sign is inappropriate!
Here, the author's final conclusion makes a clear cut equation:
legal obligation = obligation
Since an equivalency is, by definition, a biconditional, this is essentially saying two things at once:
if legal obligation --> obligationand
if obligation --> legal obligationI'm comfortable that the first one is unflawed. If you are a grey cat, you are most assuredly a cat; if something is a legal obligation, it is clearly 'an obligation' of some sort. But the second one is troubling; the author has not proved that all obligations are legal obligations! Why can't there be social obligations, moral obligations, ethical obligations, etc, that aren't "legal obligations"? If there are such non-legal obligations, then it is flawed to set "legal obligation" and "obligation" equivalent to one another!
And that's the part of this that
(D) raises! The argument is assuming that "if obligation --> legal obligation". The conclusion needs this to be true for the equivalency to work.
The confusing part is that the second half of
(D) doesn't match the language of the conclusion precisely: the conclusion is an equivalency, while the flaw raised in
(D) is only
one side of the biconditional that equivalency creates. But it's that one part of the biconditional that is flawed!
Please let me know if this helps clear a few things up!