- Sat Jan 29, 2022 4:00 am
#93575
I have a question about how to identify the right answer choice and whether I'm reading things correctly. It seems to me that the correct answer choice for flaw stimulus with either a "Mistaken Reversal" or a "Mistaken Negation" is the same in either case. Is this true or is there ever a distinction? I will give my example below.
I did PT 80 last week. While doing my blind review, I compared two questions, one from each LR section. The first was section 1 question 13. The second was section 4 question 16. They have a similar formal error in reasoning, but not the same one. Yet, the correct answer's language was almost the same.
1-13 is structured something like
P1: purpose -> basis
P2: /purpose
SC: Therefore /basis
C: Therefore, existing laws have legitimacy qua laws.
The portion with the logical fallacy is:
A -> B
/A
Therefore, /B
This is Denying the Antecedent or, in PowerScore terminology, a "Mistaken Negation." The correct answer choice reads, "takes a sufficient condition for a state of affairs to be a necessary condition for it." (aka 'mistakes a sufficient for a necessary condition')
4-18 is structured more simply
Enter -> receive (including t-shirt)
receive
Therefore, entered
OR
A -> B
B
Therefore, A.
This is a case of Affirming the Consequent or, in PowerScore terminology, a "Mistaken Reversal." Yet, the correct answer choice seems to be the same in substance, namely, "Takes a condition that is sufficient for a particular outcome as one that is necessary for that outcome." (aka 'mistakes a sufficient for a necessary condition')
On my actual take, I recognized this and chose "B." But when I went back over the test during my blind review, I realized that I had put the same answer choice for two different formal fallacies (similar though they are). So, I thought that B could not be right on that basis. So, am I right in thinking that the same answer choice is used for both types of formal fallacy? Or is there another way to reconcile this? Thanks in advance.
I did PT 80 last week. While doing my blind review, I compared two questions, one from each LR section. The first was section 1 question 13. The second was section 4 question 16. They have a similar formal error in reasoning, but not the same one. Yet, the correct answer's language was almost the same.
1-13 is structured something like
P1: purpose -> basis
P2: /purpose
SC: Therefore /basis
C: Therefore, existing laws have legitimacy qua laws.
The portion with the logical fallacy is:
A -> B
/A
Therefore, /B
This is Denying the Antecedent or, in PowerScore terminology, a "Mistaken Negation." The correct answer choice reads, "takes a sufficient condition for a state of affairs to be a necessary condition for it." (aka 'mistakes a sufficient for a necessary condition')
4-18 is structured more simply
Enter -> receive (including t-shirt)
receive
Therefore, entered
OR
A -> B
B
Therefore, A.
This is a case of Affirming the Consequent or, in PowerScore terminology, a "Mistaken Reversal." Yet, the correct answer choice seems to be the same in substance, namely, "Takes a condition that is sufficient for a particular outcome as one that is necessary for that outcome." (aka 'mistakes a sufficient for a necessary condition')
On my actual take, I recognized this and chose "B." But when I went back over the test during my blind review, I realized that I had put the same answer choice for two different formal fallacies (similar though they are). So, I thought that B could not be right on that basis. So, am I right in thinking that the same answer choice is used for both types of formal fallacy? Or is there another way to reconcile this? Thanks in advance.