- Tue May 17, 2016 4:04 pm
#25002
Complete Question Explanation
Resolve the Paradox—#/%. The correct answer choice is (A)
In this stimulus, we learn that scientists now believe that the universe has 50 billion galaxies, instead of the prior estimate of 10 billion galaxies. Though this is a significant increase in the number of galaxies, the scientists’ estimate of the total amount of mass in the universe has not significantly increased. The stimulus does not contain an argument but a set of facts that appear to conflict. Before we look at the answer choices, we want to clearly understand the conflict. In this case, we need to explain how the estimated number of galaxies in the universe quintupled without any significant increase in the amount of mass in the universe. The argument contains numerical ideas: number of galaxies and amount of mass. Even though the number of galaxies is increased, the amount of mass has not. The two numerical ideas would be expected to rise together. The correct answer choice must somehow explain how those two numbers can be accurate.
Answer choice (A): This is the correct answer choice. The stimulus states that although scientists’ estimate of the number of galaxies in the universe has quintupled, the estimated mass of the universe has not increased in a meaningful way. In order for this to be true, the mass of galaxies must be a small portion of the overall mass of the universe. This is the percentage idea needed to explain the apparent conflict in the stimulus. For example, if the mass of galaxies was 1% of the total mass of the universe, then the fact that the number of galaxies quintupled would only increase the mass of the universe slightly.
Answer choice (B): Even if the mass of a galaxy can only be roughly estimated, one would still expect the rough estimation of 40 million galaxies to significantly impact the total mass of the universe. The fact that the mass cannot be exactly determined does not meant that the scientists cannot get a rough idea of the total increase in mass. The stimulus does not say that the newly discovered galaxies are further from or closer to Earth than those previously discovered. Therefore this answer choice does not help to explain the conflict above.
Answer choice (C): Incorrect answer choices in Resolve the Paradox questions often only address one side of the paradox. This answer choice only explains why there was an increase in the number of galaxies scientists believe exist in the universe, but not why the increase did not result in a equivalent increase in the estimated amount of mass in the universe.
Answer choice (D): The scientists give information about galaxies that currently exist. The way in which galaxies are formed does not impact the number of galaxies that exist currently.
Answer choice (E): Even if the scientists cannot agree on the proper procedures for determining the mass, as long as they agree on the approximate amount of mass in the universe, the facts in the argument would not change. Further, the correct answer choice needs to make both parts of the paradox correct, and not attack the facts in the stimulus.
Resolve the Paradox—#/%. The correct answer choice is (A)
In this stimulus, we learn that scientists now believe that the universe has 50 billion galaxies, instead of the prior estimate of 10 billion galaxies. Though this is a significant increase in the number of galaxies, the scientists’ estimate of the total amount of mass in the universe has not significantly increased. The stimulus does not contain an argument but a set of facts that appear to conflict. Before we look at the answer choices, we want to clearly understand the conflict. In this case, we need to explain how the estimated number of galaxies in the universe quintupled without any significant increase in the amount of mass in the universe. The argument contains numerical ideas: number of galaxies and amount of mass. Even though the number of galaxies is increased, the amount of mass has not. The two numerical ideas would be expected to rise together. The correct answer choice must somehow explain how those two numbers can be accurate.
Answer choice (A): This is the correct answer choice. The stimulus states that although scientists’ estimate of the number of galaxies in the universe has quintupled, the estimated mass of the universe has not increased in a meaningful way. In order for this to be true, the mass of galaxies must be a small portion of the overall mass of the universe. This is the percentage idea needed to explain the apparent conflict in the stimulus. For example, if the mass of galaxies was 1% of the total mass of the universe, then the fact that the number of galaxies quintupled would only increase the mass of the universe slightly.
Answer choice (B): Even if the mass of a galaxy can only be roughly estimated, one would still expect the rough estimation of 40 million galaxies to significantly impact the total mass of the universe. The fact that the mass cannot be exactly determined does not meant that the scientists cannot get a rough idea of the total increase in mass. The stimulus does not say that the newly discovered galaxies are further from or closer to Earth than those previously discovered. Therefore this answer choice does not help to explain the conflict above.
Answer choice (C): Incorrect answer choices in Resolve the Paradox questions often only address one side of the paradox. This answer choice only explains why there was an increase in the number of galaxies scientists believe exist in the universe, but not why the increase did not result in a equivalent increase in the estimated amount of mass in the universe.
Answer choice (D): The scientists give information about galaxies that currently exist. The way in which galaxies are formed does not impact the number of galaxies that exist currently.
Answer choice (E): Even if the scientists cannot agree on the proper procedures for determining the mass, as long as they agree on the approximate amount of mass in the universe, the facts in the argument would not change. Further, the correct answer choice needs to make both parts of the paradox correct, and not attack the facts in the stimulus.