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American Planning Association Exam AICP Topic 9 Question 91 Discussion

Actual exam question for American Planning Association's AICP exam
Question #: 91
Topic #: 9
[All AICP Questions]

What is the median of the following: 2, 2, 3, 3, 4, 5, 5, 6, 6?

Show Suggested Answer Hide Answer
Suggested Answer: D

Contribute your Thoughts:

Sharee
2 months ago
I bet the answer is C - 5. Gotta go with the majority rule!
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Kris
2 months ago
Haha, this is like a trick question. The median is clearly 4.5, but who chooses 4.5 on a multiple-choice exam?
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Madonna
7 days ago
I'm going with 4 as well, better safe than sorry.
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Thersa
29 days ago
I would go with 4.5, it's the correct answer.
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Tamesha
1 months ago
I agree, but I would choose 4 just to be safe.
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Detra
2 months ago
I think the median is 4.5.
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Ira
2 months ago
I've got it! The median is 3. It's the middle value when you sort the list.
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Precious
20 days ago
The correct answer is 4.5.
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Rosita
22 days ago
I believe it's 4.5.
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Francoise
1 months ago
I think the median is 4.
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Gerald
3 months ago
No way, the median is definitely 5. There are more 5s than any other number.
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Mayra
1 months ago
Actually, the median is 4.5. It's the average of the two middle numbers, 4 and 5.
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Nenita
1 months ago
I agree, the median is 4.5 because it's the middle number when they are arranged in order.
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Felix
1 months ago
I think the median is 4. There are equal numbers of 4s and 5s.
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Ivette
3 months ago
Wait, isn't the median supposed to be the middle value? Shouldn't it be 4.5 then?
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Lavonda
2 months ago
Yes, that's correct. The median is 4 in this case.
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Pearlie
2 months ago
Oh, I see. So the median is 4 because it's the middle value in the list.
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Lai
2 months ago
No, the median is the middle value when the numbers are in order. In this case, it is 4.
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Val
3 months ago
I think the median is 4, as that's the middle number in the sorted list.
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Darrin
3 months ago
I believe the median is 4 as well, since it's the middle number when arranged in ascending order.
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Sheron
3 months ago
I agree with Katie, the median is 4.
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Katie
4 months ago
I think the median is 4.
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