u2manish Wrote:
Dear Timmy,
For Some odd reason I cannot see why being a supervisor is not the issue.
The correct answer does state the link between being a supervisor and assertiveness? Or is it that being the only supervisor is not required?
Also, would then B for a sufficient assumption?
Please help.
Best, M
Yes, B would be a sufficient assumption as well. There are arguments that have both sufficient and necessary assumptions. The trend that is seen with what the testwriters want in a necessary assumption, that is also sufficient, is when you have almost a forumulaic argument with conditional statements. This is typically where you see this phenomenon occur.
In this argument, we can literally read the stimulus like this:
Ok, Larson cannot do the assignment due to some reason. Ok, Franks cannot do the assignment due to some other reason.
Therefore, Parker must do the assignment, the only supervisor other than Larson and Franks.
So we have ruled out two people in this world with who can do this assignment. It does absolutely not follow that Parker must do the assignment, even if Parker is the only other supervisor. We have not ruled out that Timmy could do the assignment. I am not a supervisor, but who cares?
For this argument to conclude that Parker must do the assignment, the argument is assuming that Larson, Franks, and Parker are the only the people who can be given the assignment.
Check out PT 2 Section 2 #23 for a similar situation. It is an old test, but this one sticks out in my memory.
In regards to how the negation test works on this one. It is true that you want to negate the quantifiers when possible. But just because a statement has a quantifier does not mean that this is what we negate. For instance:
Timmy will walk his dog to the coffee shop where some people wear suits.
The logical negation of this statement is:
Timmy will
not walk his dog to the coffee shop where some people wear suits.
To negate the quantifier in this statement would not be capturing the true opposite of this statement. You would be telling that the opposite of the original statement is that Timmy will walk his dog to the coffee shop where no people wear suits. That could never work because when you negate a statement logically, you split the world into two pieces. Where would I place the idea of me not walking my dog? It would not fit in those two places.
With answer choice B:
The task cannot be assigned to anyone other than a supervisor.
To negate the anyone in this sentence is really problematic. The negation of anyone = not anyone, which is some are not.
So you would then have this:
The task cannot be assigned to not anyone other than a supervisor.
And this is a cluster of a mess. Just negate the main verb. You can never go wrong on that even with quantifiers.
Timmy dances with some people.
Timmy does not dance with some people. (Which is saying the same thing as Timmy dances with no people).