- PowerScore Staff
- Posts: 1079
- Joined: Jun 26, 2013
- Tue Dec 17, 2019 7:40 pm
#72613
Hi Blade!
Answer choice (A) describes an Internal Contradiction flaw, which actually could be a correct answer! (Not for this stimulus, of course.)
An example of this type of flawed argument would be:
"Everyone should join our country club. After all, it's an exclusive group that links many of the influential members of the community."
In this example, the conclusion that everyone should join the country club contradicts the claim that it is an exclusive group...it won't be exclusive anymore if everyone joins!
An Internal Contradiction is not the same as a Mistaken Reversal. In a Mistaken Reversal, the conclusion doesn't actually contradict the premises, it's just not something that we can prove with the premises. In an Internal Contradiction, the premises and conclusion actually have to be in opposition to one another, in other words the premise and conclusion cannot both be true.
We actually posted about this flaw recently on Instagram. So here's my shameless plug for our Instagram account and our brand new #flawfriday posts (they're my favorites--you can practice spotting a new flaw every Friday while you scroll through Baby Yoda memes and Christmas tree pics!): https://www.instagram.com/p/B5vTBUxJO3o/
And here's a blog post where we go into more depth about this flaw:
https://blog.powerscore.com/lsat/bid-28 ... radiction/
Hope this helps!
Best,
Kelsey
Answer choice (A) describes an Internal Contradiction flaw, which actually could be a correct answer! (Not for this stimulus, of course.)
An example of this type of flawed argument would be:
"Everyone should join our country club. After all, it's an exclusive group that links many of the influential members of the community."
In this example, the conclusion that everyone should join the country club contradicts the claim that it is an exclusive group...it won't be exclusive anymore if everyone joins!
An Internal Contradiction is not the same as a Mistaken Reversal. In a Mistaken Reversal, the conclusion doesn't actually contradict the premises, it's just not something that we can prove with the premises. In an Internal Contradiction, the premises and conclusion actually have to be in opposition to one another, in other words the premise and conclusion cannot both be true.
We actually posted about this flaw recently on Instagram. So here's my shameless plug for our Instagram account and our brand new #flawfriday posts (they're my favorites--you can practice spotting a new flaw every Friday while you scroll through Baby Yoda memes and Christmas tree pics!): https://www.instagram.com/p/B5vTBUxJO3o/
And here's a blog post where we go into more depth about this flaw:
https://blog.powerscore.com/lsat/bid-28 ... radiction/
Hope this helps!
Best,
Kelsey