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Dan is in the [b]third quartile[/b] for the grade he receive

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phamngocvangiang
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Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   Updated on: 03 Nov 2024, 12:28
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Dan is in the third quartile for the grade he received on his SAT. Which of the following statements is true about Dan's results?

A. Dan scored at below than \(75\)% of students that took the test.
B. Dan scored at or below than \(25\)% of students that took the test.
C. Dan scored at or better than \(75\)% of students that took the test.
D. Dan scored at or better than 100% of students that took the test.
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C

Originally posted by phamngocvangiang on 03 Nov 2024, 00:12.
Last edited by Carcass on 03 Nov 2024, 12:28, edited 4 times in total.
Edited answer D and OA
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Re: Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 01:20
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Please sir follow the rules for posting. Otherwise the forum will be a mess. I told you already

Here the rules

https://gre.myprepclub.com/forum/rules- ... -1083.html

They are simple to follow.

Moreover, the question MUST go under the right sub-forum NOT in general question section.

In this case is multiple answer choices
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Re: Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 01:20
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Moved here and added the proper tags
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Re: Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 03:11
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I do not believe you will see this question on the real exam. It is more a drill set question to practice.

However, dan Being in the \(75^{th }\) percentile means that 75% of the other students who took the exam scored at or below the value that Dan did. This means that Dan scored better than 75% of students that took the test.

A and B are false and D is virtually impossible or with a little sense
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Re: Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 04:39
Carcass wrote:
I do not believe you will see this question on the real exam. It is more a drill set question to practice.

However, dan Being in the \(75^{th }\) percentile means that 75% of the other students who took the exam scored at or below the value that Dan did. This means that Dan scored better than 75% of students that took the test.

A and B are false and D is virtually impossible or with a little sense

Thanks sir for feedback . If it ask ‘could be true’, D might be an option but total number are not provided so that it’s not 100% true.

Posted from my mobile device
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Re: Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 04:59
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The question is could be true but it is usually is used when more than an option is possible.

However, we do know for sure from the stem that he scored in the THIRD quartile. Therefore, the other options are not true.

Also in D you cannot score 100% because it means that you scored above 100% because they are behind and you scored even better than yourself. Make no sense.

That's why on the GRE or any other exam you score in the 99% and not in the 100%

I hope now is more clear to you
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Re: Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 10:51
Carcass wrote:
The question is could be true but it is usually is used when more than an option is possible.

However, we do know for sure from the stem that he scored in the THIRD quartile. Therefore, the other options are not true.

Also in D you cannot score 100% because it means that you scored above 100% because they are behind and you scored even better than yourself. Make no sense.

That's why on the GRE or any other exam you score in the 99% and not in the 100%

I hope now is more clear to you

Edited with OA as C,D :heart
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Dan is in the [b]third quartile[/b] for the grade he receive [#permalink] New post   03 Nov 2024, 12:27
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We need to assess who score at or BELOW a certain percentile.

D cannot be the answer in my view.

In fact I have edited choice D as it is in the original question

I hope now is clear
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Dan is in the [b]third quartile[/b] for the grade he receive [#permalink]
03 Nov 2024, 12:27
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