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  1. #1
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    Students

    X is the average height of a class and Y is average height of another class. What is the ratio of X/Y?

    1. X=120
    2. Average of X and Y is 126

  2. #2
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    E)

    Stmt 1 Insufficient

    Stmt 2 Insufficient

    Even after Combining 1 and 2 , we can not get value of Y to determine X/Y as we don’t know the number of students in each class .

  3. #3
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    Am i missing something here..the answer to me is a straightforward C.

    Why do we need to know the no of students , the question stem is asking for the ratio between the two averages.

    Stmt 1 : only X is known
    Stmt 2 on its own insuff only an equation of X and Y known

    combined we get the ratio

  4. #4
    Grrr... arjmen's Avatar
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    I reckon C is correct

    I: Don't know Y. Insuff
    II: (X+Y)/2 = 126 (not the average of the classes combined but the average of the 2 averages). Not enough to get a ratio though. Insuff

    I&II: X+Y=252 and X=120. Suff

  5. #5
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    E it is

  6. #6
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    Quote Originally Posted by Cute
    X is the average height of a class and Y is average height of another class. What is the ratio of X/Y?
    1. X=120
    2. Average of X and Y is 126
    I find the wording of statement II ambiguous.

    I feel that there are 2 views that can be taken:

    1) The statement 'average of X and Y' means the simple average of the values, X and Y
    => (X+Y)/2 = 126

    2) The statement 'average of X and Y' means the average height of the combined class.
    So if there are 'n' students in the first class and 'm' students in the other, then (nX+mY)/(n+m) = 126

    This ambiguity has an effect on the answer. In the former case, the answer would be C and in the latter, it would be E.

    Perhaps I'm not seeing the question correctly.

  7. #7
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    I think the questions is pretty straightforward. It is C as per the explanation given by most of u here.

    What is the Official Answer ? That will determine to look at such questions in a simple way or to look deep as option 2 by arjmen

  8. #8
    An Urch Guru Pundit Swami Sage
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    Arj - I think your original interpretation is correct. X and Y are just numbers and should be treated as such. IMHO they don't carry the implied meaning of "the average of the two classes".
    RD

  9. #9
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    I think that the answer is C. By combining the two statements, you'll find that the average height of students in class Y is 132, and can find out the ratio of X to Y...

  10. #10
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    Its C for me.
    X = average of C1
    Y = Average of C2
    X = 120 - Insufficient ( Do not or cannot know about Y )
    X+Y /2 = 126 ( Insufficient)

    Both
    X/Y = 120/132 (Trap X and Y average ( X+Y/2) = 126 ) Could this be a ERS trap???
    One and Only answer 120/132

    C it is.

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