Hi queenbee!
I'd be happy to help with the diagramming and correct answer.
We can start with the conclusion, "Wealth is not a good thing." Why does the author argue this? The author explains that "good things cause no harm at all," which can be diagrammed as:
Good Harm
It's worth noting that the above form of conditional statement (A
B) can be rewritten as a double-not arrow:
Good Harm
If something is good, we know it's not harmful. And if something is harmful we know it's not good. In addition to this statement about the relationship between good and harm, the author tells us that wealth brings harm:
Wealth Harm
The stimulus doesn't exactly say that wealth harms everybody, but it does say that wealth causes some harm. As such it can't be a good thing because good things cause no harm at all. This is valid because it follows from the above statements, which we can combine into:
Wealth Harm Good
In shorter form, this is:
Wealth Good
Since this a parallel reasoning question, we're therefore looking for something that's of the generic form,
A B C
And from that arrives at the conclusion,
A C
Let's look at whether (A) matches this form. Answer choice (A) states, "Alex loves to golf, and no one in the chess club loves to golf. It follows that Alex is not in the chess club." So we have "Alex loves to golf":
A LG
Then we have, "no one in the chess club loves to golf," or:
LG CC
If someone loves golf, that person isn't in the chess club. If someone is in the chess club, that person doesn't love golf. Finally, we have the conclusion, "Alex is not in the chess club," or:
A CC
This is valid, and it additionally follows the same generic form of using A
B
C to infer A
C. Thus (A) is the correct answer.
Answer choice (D) states, "Sarah’s dog is not a dachshund, for he hunts very well, and most dachshunds hunt poorly." This would be correct if it said "all" dachshunds rather than "most"; if it had been phrased like that, it would parallel the claim in the stimulus that (all) good things cause no harm. As answer choice (D) is phrased, however, it's actually not valid reasoning. Based on the premises that (1) "most dachshunds hunt poorly" and (2) Sarah's dog "hunts very well," we can't infer the conclusion that "Sarah’s dog is not a dachshund." This is possible but it isn't required by the premises. Since this isn't valid reasoning, it doesn't parallel the valid reasoning in the stimulus.