- Sat Mar 03, 2012 6:40 pm
#84841
Complete Question Explanation
Parallel Flaw—SN. The correct answer choice is (C)
This tricky problem is a good example of why you can never simply glance at a question stem and
assume that you know what it says. The stem in this problem specifically indicates that the correct
answer must parallel both the logical flaws in the stimulus. As you might expect, before you reach
the correct answer the makers of the test have placed answers that display only one of the flaws.
The most obvious error in the stimulus is a Mistaken Reversal (remember, “only when” introduces a
necessary condition):
CD = bank deposits credited on the day of the transaction
3 = deposit made before 3 P.M. on that day
A = Alicia knows
First premise: CD 3
Second premise and conclusion: 3A CDA
Although most students recognize the Mistaken Reversal, they make the error of quickly glancing
at the question stem, and when they see the word “exhibits” they move to the answers without
realizing there is a second flaw. Although this action is not problematic because the correct answer
will contain a Mistaken Reversal, the danger is that a student will select the first Mistaken Reversal
that appears without examining the second flaw, and indeed, about half of the test takers erroneously
choose answer choice (A) or (B), with answer choice (B) being the more popular of the two. A
student considering each answer would recognize that answer choices (A), (B), and (C) each contain
a Mistaken Reversal, and thus there must be an additional differentiating factor in play.
We will dispense with answer choices (D) and (E) because they both contain the Repeat conditional
form. In order to decide between answer choices (A), (B), and (C), we must re-examine the stimulus
and discover the second error, or at least discover a factor that will allow us to choose one of the
remaining three answers. The second error is tricky, and centers around the idea of what Alicia
“knows.” Look carefully at the wording in the stimulus: Alicia “knows” that the deposit was made
before 3 P.M., but does the stimulus indicate that she knows about the bank policy where bank
deposits are credited on the date of the transaction only when they are made before 3 P.M? There is
no indication that she knows this rule is in effect, and so there is no way Alicia could then “know”
with certainty that the bank deposit was credited on the date of the transaction (this is the case
irrespective of the Mistaken Reversal error that is also present). The issue of “knowing” one thing
but not necessarily the other is the second error, and a quick examination of the three remaining
answers reveals that only answer choice (C) contains the same flaw of not “knowing.” Answer choice
(C) is therefore correct.
Although the “double error” language appears infrequently in Parallel Reasoning questions, you
can use the knowledge that such questions exist to implement a valuable safeguard strategy: if you
find an attractive answer choice early on and you are contemplating skipping the remaining answer
choices, before you exit the problem check to make sure the question stem does not contain a twist
like the one in this problem. Doing so could save you from missing a question.
Parallel Flaw—SN. The correct answer choice is (C)
This tricky problem is a good example of why you can never simply glance at a question stem and
assume that you know what it says. The stem in this problem specifically indicates that the correct
answer must parallel both the logical flaws in the stimulus. As you might expect, before you reach
the correct answer the makers of the test have placed answers that display only one of the flaws.
The most obvious error in the stimulus is a Mistaken Reversal (remember, “only when” introduces a
necessary condition):
CD = bank deposits credited on the day of the transaction
3 = deposit made before 3 P.M. on that day
A = Alicia knows
First premise: CD 3
Second premise and conclusion: 3A CDA
Although most students recognize the Mistaken Reversal, they make the error of quickly glancing
at the question stem, and when they see the word “exhibits” they move to the answers without
realizing there is a second flaw. Although this action is not problematic because the correct answer
will contain a Mistaken Reversal, the danger is that a student will select the first Mistaken Reversal
that appears without examining the second flaw, and indeed, about half of the test takers erroneously
choose answer choice (A) or (B), with answer choice (B) being the more popular of the two. A
student considering each answer would recognize that answer choices (A), (B), and (C) each contain
a Mistaken Reversal, and thus there must be an additional differentiating factor in play.
We will dispense with answer choices (D) and (E) because they both contain the Repeat conditional
form. In order to decide between answer choices (A), (B), and (C), we must re-examine the stimulus
and discover the second error, or at least discover a factor that will allow us to choose one of the
remaining three answers. The second error is tricky, and centers around the idea of what Alicia
“knows.” Look carefully at the wording in the stimulus: Alicia “knows” that the deposit was made
before 3 P.M., but does the stimulus indicate that she knows about the bank policy where bank
deposits are credited on the date of the transaction only when they are made before 3 P.M? There is
no indication that she knows this rule is in effect, and so there is no way Alicia could then “know”
with certainty that the bank deposit was credited on the date of the transaction (this is the case
irrespective of the Mistaken Reversal error that is also present). The issue of “knowing” one thing
but not necessarily the other is the second error, and a quick examination of the three remaining
answers reveals that only answer choice (C) contains the same flaw of not “knowing.” Answer choice
(C) is therefore correct.
Although the “double error” language appears infrequently in Parallel Reasoning questions, you
can use the knowledge that such questions exist to implement a valuable safeguard strategy: if you
find an attractive answer choice early on and you are contemplating skipping the remaining answer
choices, before you exit the problem check to make sure the question stem does not contain a twist
like the one in this problem. Doing so could save you from missing a question.