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It needs second thought after getting the answer, the answer does not weaken the conclusion directly.
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I think E is the answer.
The conclusion states "if night-lights cause nearsightedness, the effect disappears with age."
However in E they say that in the fourth study,the observed children who were much older and had slept with night-lights on were nearsighted.(opposite to our conclusion).
can someone explain?
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Manhattanprep explanation

We must first closely consider the logic of the original argument.

It has to do with CAUSE. Notice the conditional nature of the conclusion, also. "IF night-lights CAUSE nearsightedness, the effect disappears with age."

This is based on the evidence that:
1. Studies compare children who sleep w/nightlights to those who don't
2. In first study, children w/nightlight = more likely nearsighted
3. Next two studies, no correlation.
4. Children in first study = younger than those in other two

Focus on weakening the conclusion when you consider answers.

(A) This answer merely fails to satisfy the condition presented in the original conclusion: "IF nightlights cause nearsightedness." It does not damage the conclusion itself.

(B) irrelevant.

(C) irrelevant.

(D) directly weakens the argument by essentially disqualifying 2 of the 3 studies on which the conclusion is based. Throw out those two and all you're left with is the original, where a correlation was found.

(E) is close, but ultimately doesn't really weaken the conclusion that IF the nightlight CAUSES the nearsightedness, it disappears with age. Why? Because we don't know what caused the nearsightedness of the "several children" cited.
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although D seems to be the closest to the right answer, " not enough children" simply sounds not convincing enough ...
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I think E should not be the answer because of words "100 children". How do we know that these numbers are significantly smaller or large than previous 3 studies. This option seems like a trap. PallabiKundu
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The conclusion that correlation shown in first study is wrong is proven by the second and third studies.
D) says those studies were not accurate. Making the final conclusion weak.
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Doctor: In three separate studies, researchers compared children who had slept with nightlights in their rooms as infants to children who had not. - Background Info

In the first study, the children who had slept with night-lights proved more likely to be nearsighted, but the later studies found no correlation between night-lights and nearsightedness. - Premise

However, the children in the first study were younger than those in the later studies. - Premise

This suggests that if night-lights cause nearsightedness, the effect disappears with age. - Conclusion. Based on the other 2 studies in which there was no correlation.

Which one of the following, if true, would most weaken the doctor’s argument?

(A) A fourth study comparing infants who were currently sleeping with night-lights to infants who were not did not find any correlation between night-lights and nearsightedness. - Strengthener.

(B) On average, young children who are already very nearsighted are no more likely to sleep with night-lights than young children who are not already nearsighted. - strengthener.

(C) In a study involving children who had not slept with night-lights as infants but had slept with night-lights when they were older, most of the children studied were not nearsighted. - different set of students. out of scope.

(D) The two studies in which no correlation was found did not examine enough children to provide significant support for any conclusion regarding a causal relationship between night-lights and nearsightedness. - if the other 2 studies were not credible, then we can't conclude. ok.

(E) In a fourth study involving 100 children who were older than those in any of the first three studies, several of the children who had slept with night-lights as infants were nearsighted. - But the conclusion is still true. May in years to come the effects will disappear.
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The doctor's argument depends on the later studies to support the idea that the effect of night-lights causing nearsightedness disappears with age. If these studies lacked sufficient data (i.e., they didn’t examine enough children), then their findings are not statistically significant and cannot be used to draw any reliable conclusions. This significantly weakens the doctor’s argument. Thus D is the right answer.
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