Re: For democracy to survive, it is imperative that the average citizen be
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03 Dec 2016, 22:49
For democracy to survive, it is imperative that the average citizen be able to develop informed opinions about important policy issues. In today's society, this means that citizens must be able to develop informed opinions on many scientific subjects, from ecosystems to defence system. Yet, as scientific knowledge advances, the average citizen is increasingly unable to absorb enough information to develop informed opinions on many important issues.
The question is saying that if Democracy survives, then the average citizen must be able to have informed opinions on science related topics. This implies that unless average citizen is able to have informed opinion, democracy will not survive. Although this rather sounds cold logic, the sentence is trying to imply that. This is because it uses the word 'Imperative', which means of vital importance.
Of the following, which one follows logically from the passage?
(A) Scientists have a duty to educate the public.Too broad and unrelated.
(B) The survival of democracy is threatened by the advance of scientific knowledge.
(C) Every citizen has a duty to and can become scientifically literate.No where the statement is saying Citizens must do X
(D) The most effective democracy is one that is the most scientifically unsophisticatedThere isnt any concept of effective democracy that the question prompt discusses
(E) Democracy will survive if there are at least some citizens who are capable of developing informed opinions on important scientific issues.
This sounds like a correct answer. BUT it says if at least some citizens--does this represent average? Event if that may be true the statement does not say that just because average citizen is informed Democracy will survive. The reverse may or may not be true.
All of this leads to only one choice remaining. Choice B says that advancement is Science will threaten democracy. This appears to fit the underlying logic. So this should be the answer