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I can't understand how is the right answer E.

A) This statement is clearly false since there is no overlap between tulip and dogwoods.
So, choice A is out.

B) We know that there are some sycamores that are younger than maples, and all dogwoods are younger than maples. It makes this answer choice ''can be true'', not ''must be true'', since it can be that some sycamores are younger than maples but older than dogwoods. But it can also be the case where some dogwoods are at least as old as some sycamores.
So, choice B is also out.

C) We know that majority of sycamores are older than maples, and all maples are older than any dogwoods. So, the statement that there are some sycamores that are not as old as oldest dogwoods has to be correct.

D) Along the same line of reasoning of choice B, this statement is also ''can be true'' statement.
So, choice D is out.

E) We know that majority of sycamores are older than maples, and all tulips are older than maples. So, it can perfectly be the case that some sycamores that are older than maples can be as old as, or older than, tulips. There is an overlap between the two. How can we be sure that this statement is must be true, as opposed to choice C, which is always true regardless of the circumstances ? That's why I think that choice E is also ''can be true'' statement, and choice C is the correct answer here.

Please correct my reasoning if I am missing something crucial here.
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hovhannesmkrtchyan
I can't understand how is the right answer E.

A) This statement is clearly false since there is no overlap between tulip and dogwoods.
So, choice A is out.

B) We know that there are some sycamores that are younger than maples, and all dogwoods are younger than maples. It makes this answer choice ''can be true'', not ''must be true'', since it can be that some sycamores are younger than maples but older than dogwoods. But it can also be the case where some dogwoods are at least as old as some sycamores.
So, choice B is also out.

C) We know that majority of sycamores are older than maples, and all maples are older than any dogwoods. So, the statement that there are some sycamores that are not as old as oldest dogwoods has to be correct.

D) Along the same line of reasoning of choice B, this statement is also ''can be true'' statement.
So, choice D is out.

E) We know that majority of sycamores are older than maples, and all tulips are older than maples. So, it can perfectly be the case that some sycamores that are older than maples can be as old as, or older than, tulips. There is an overlap between the two. How can we be sure that this statement is must be true, as opposed to choice C, which is always true regardless of the circumstances ? That's why I think that choice E is also ''can be true'' statement, and choice C is the correct answer here.

Please correct my reasoning if I am missing something crucial here.

Well for C, you haven't considered the minority of sycamores. These minorities could be anywhere. They just have to be younger than 1 maple. That's all we can conclude about the minority of Sycamores and thus, some of them could be as old as the oldest dogwoods.

Option E is correct for similar reasoning. There are definitely some sycamores (minority) that are younger than at least 1 maple. As all the Tulips are older than all the Maples, some sycamores will definitely be younger than the youngest tulips. What you've stated about E (highlighted) is correct, but it has nothing to do with option E. What you've mentioned does not disprove E.
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