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study weekly behavioral therapy ----> 60 psychological prob.
~45 problems solved in 50 weeks.
=> Most people need only 50 week therapy.
This assumes that those about 45 problems are the most common psychological problem people could experience.
That means to weaken this argument if we can prove that most people experience the other 15 psychological problem as a common issue, then it could be that people need more than 50 week of therapy. It could be that one of the 15 psychological problem may affect the most people which takes longer to cure.


(A) takes for granted that there are no psychological problems that usually take significantly longer to clear up than the 60 psychological problems studied
No, this is not the assumption of argument. Eliminate.

(B) fails to address the possibility that any given one of the 60 psychological problems studied might afflict most people
Yes, anyone from those other 15 can also be afflicting most people. Keep.

(C) takes for granted that no one suffers from more than one of the 60 psychological problems studied
Other problems outside the study is irrelevant, as the argument never stated there is no more than 60 problems. Eliminate

(D) fails to address the possibility that some forms of therapy have never been proven to be effective as treatments for psychological problems
The possibility that a therapy is ineffective is irrelevant to the argument. Eliminate

(E) takes for granted that the sample of people studied did not have significantly more psychological problems, on average, than the population as a whole
Large diverse sample of people was considered and doesn't require to have the entire population need to be studied. Eliminate
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Analysis of the Argument
1. Evidence: A study of 60 different psychological problems found that 75% of these problems (45 of the 60 types) cleared up within 50 weeks of therapy.
2. Conclusion: Therefore, 50 weeks of therapy are enough for most people.
Identifying the Flaw

The core of the argument makes a classic GMAT reasoning error. It equates a percentage of the types of problems with a percentage of people.

The study tells us about the duration of 60 different conditions. It says nothing about how common each condition is. It’s possible that the 25% of problems (the 15 types) that take longer than 50 weeks to treat are extremely common (like major depression or anxiety), while the 75% that resolve quickly are very rare.
If the most widespread problems are the ones that take the longest to treat, then the conclusion that “most people” only need 50 sessions would be false, even though most types of problems are resolved by then.

Evaluating the Options
• (A) takes for granted that there are no psychological problems that usually take significantly longer to clear up than the 60 psychological problems studied. This is a potential weakness (sample limitation), but the primary flaw lies in how the conclusion is drawn from the existing evidence, not what evidence might be missing about other problems.
• (B) fails to address the possibility that any given one of the 60 psychological problems studied might afflict most people. This is the correct answer. It directly targets the flaw. If a very common problem is in the 25% group that takes longer than 50 weeks, the therapist’s conclusion about “most people” collapses.
• (C) takes for granted that no one suffers from more than one of the 60 psychological problems studied. The argument is about the general needs of “most people,” not the specific complexity of individuals with co-occurring conditions. This is a secondary issue.
• (D) fails to address the possibility that some forms of therapy have never been proven to be effective... This is out of scope. The argument is specifically about the effectiveness of the behavioral therapy used in the study.
• (E) takes for granted that the sample of people studied did not have significantly more psychological problems... The stimulus states the sample was “large” and “diverse,” suggesting it was representative. The flaw isn’t in the sample but in the interpretation of the results.


The correct answer is (B).
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