The passage discusses the behavior and impact of foreign peacekeepers in poor countries. These peacekeepers live separated from the local populace, often in more luxurious conditions, which creates a barrier between them and the communities they are supposed to help. Although their isolation might be justified by the challenges of their job, it results in resentment from locals. The passage suggests an alternative approach of bottom-up peacebuilding, where peacekeepers engage directly with local communities to understand their issues and build trust.
Looking at the provided options:
The first option describes the current situation but does not address the suggested solution for a closer working relationship with locals.
The second option focuses on the resentment due to the peacekeepers' lifestyle but does not highlight the potential benefits of working closely with communities.
The third option correctly summarizes the passage, noting that while the aloofness of peacekeepers may be justified, more effective outcomes would be achieved through direct engagement with local communities.
The fourth option suggests replacing foreign peacekeepers with local residents, which deviates from the passage's proposal of peacekeepers working closely with locals, not replacing them.
Therefore, the best summary of the passage is the third option: Peacekeeping forces in foreign countries have tended to be aloof for valid reasons but would be more effective if they worked more closely with local communities.
Para-Summary Paragraph:
Public debates often oversimplify complex issues into binary choices such as right/wrong or safe/unsafe. This reductive framing limits nuanced thinking, discourages dialogue, and pushes people to defend positions rather than understand diverse viewpoints.
Which sentence best summarizes this paragraph?
Paragraph:
While technological tools are becoming increasingly efficient, people tend to over-rely on them, assuming automation eliminates the need for judgment. However, technology can fail, misinterpret inputs, or reinforce biases, making human oversight essential. An effective system, therefore, blends automated precision with critical human decision-making.
Question:
Which option best summarizes the paragraph?
If \((2m+n) + (2n+m)=27\), find the maximum value of \((2m-3)\), assuming m and n are positive integers.