The police department has two suspects for the burglary that occurred last night, Schaeffer and Forster.
Conclusion (so)
Forster must be the burglar.
Evidence
The police department has two suspects: Schaeffer and Forster.
It's not Schaeffer (he has an ironclad alibi).
Evaluate
This argument is attempting to use this reasoning pattern. X is either A or B. X is not A. So, X is B.
That would be a valid argument. The problem is "the police has two suspects: S and F" is not the same as saying "the burglar was either S or F".
This argument is presenting a False Choice. It's acting like S and F are the only two options there are for the burglar, but it never established that they are the only two options.
It only established that the police only have those two as suspects. We don't need to assume that the burglar is definitely one of the suspects the police have.
We could fight this conclusion by saying, .
This author is Assuming a Difference. She's assuming that Forster does not also have an ironclad alibi.
Goal
Let's look for an argument that tries to present two options, rule out one, and conclude the other. But it should be flawed because it never clearly established that those are the only two options we can possibly consider (they will just be the only two things mentioned).