Solution
The passage's main argument is: Don't hire the "best" people because ranking by common criteria creates homogeneous teams that lack diversity. Instead, build diverse teams with different knowledge bases and skills.
From passage: "Ranking people by common criteria produces homogeneity. That's not likely to lead to breakthroughs."
The key insight -> The passage claims hiring top scorers = homogeneous thinking = bad results. So to invalidate this, we need something that shows hiring top scorers could actually = diverse thinking = good results.
Now let's eliminate the wrong options using simple logic:
š Option 1 -> partial-truth -> Yes, this shows diversity has downsides (conflict, slow decisions), but it doesn't prove the core argument wrong. The passage could still be right that diversity is needed for complex problems, even if it has some costs.
š“ Option 2 -> irrelevant -> Making tests more extensive doesn't fix the fundamental problem. The passage says no test can capture the complexity needed. More rigorous testing still leads to homogeneity.
š“ Option 3 -> irrelevant -> A new algorithm doesn't invalidate the general principle about team diversity. This is about one specific example, not the broader argument about hiring practices.
š¢ Option 4 is correct -> This directly contradicts the passage's core claim. If top scorers actually have multidisciplinary knowledge and can look at problems from several perspectives, then hiring them would give you the diversity the passage wants! This completely defeats the argument against meritocracy.
The logic -> Passage says: "Top scorers = homogeneous thinking = bad." Option 4 says: "Top scorers = diverse thinking = good." This makes the passage's argument fall apart.