The author's conclusion is that mathematicians actually form a tightly knit community. The
counterargument is that mathematicians are antisocial loners. Now, label each statement as
either Conclusion, Premise For, or Premise Against. In the above argument, the first boldface
represents an example that supports the counterargument. Thus, the first statement is
Premise Against. The second boldface represents the author's conclusion. Now we can write
down our assessment of the boldface statements:
#1 = Premise against
#2 = Conclusion
Turning to the answer choices, we should assess each one methodically.
Evaluate the first half of choice (A) first. This says that the author uses this statement to
illustrate a social pattern. In other words, this choice asserts that statement #1 is Premise
For. We have labeled the first statement as Premise Against, so this choice is incorrect.
The first half of choice (B) says the first statement supports the popular view. The popular
view is the counterargument, so this choice argues that #1 is Premise Against. The second
half of choice (B),.hoWever, says that the second statement is the popular view. The second
statement is the author's conclusion, not the counterargument. Eliminate this 'choice.
The first half of choice (C) says that the first statement is an example of the counterargument
(in other words, Premise Against). The second half of choice (C) says that the second
statement reiterates the counterargument, but the second statement is the author's own conclusion.
Eliminate this choice.
The first half of choice (D) says that the first statement is a counterexample to the author's
conclusion (in other words, Premise Against). The second half of choice (D) says that the
second statement is the author's conclusion. We agree with these labels, so this is the correct
answer. As always, you. should read all the answer choices, but you may be at the twominute
mark already, in which case you should select (D) and move on.
The first half of choice (E) says that the first statement is a premise against the author's conclusion
(in other words, Premise Against). The second half of this choice, however, says that
the second statement is another Premise Against. Eliminate this choice.