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1. If ABCD is a trapezium then it can never be a square. So this is SUFF.

2. ABCD is not a rhombus. This also implies that ABCD can never be a square ( All squares are rhombus but all rhombus are not squares ). --SUFF

But the answer is not D. (Source - MBA quantitative aptitude -- McGraw Hills Publication)

Am I missing something. Would like to know your responses.

Thanks

agree with you. there is no reason that 2 doesnot work. if abcd is not a rhomus, it is not a square cuz square a special type of rhobus. the given quadilateral can be a ractangle but cannot be a square.

What is the source of this question??? If source of this question is British then answer is B. If source is American then answer is D. I think GMAT prefers American standards? What you guys think???
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What is the source of this question??? If source of this question is British then answer is B. If source is American then answer is D. I think GMAT prefers American standards? What you guys think???

its ok that trapiziods are quadilaterals but i donot think trapiziods are square/rectangle/rhombus. trapizoids are a special case where two sides are ll other two are not.

trapizoids are a special case where two sides are ll other two are not.

Red part is wrong.
Definition of a trapzoid : a trapezoid is a quadrilateral with two sides parallel.
Thus, every parallelogram is a trapezoid by the definition of a trapezoid.
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trapizoids are a special case where two sides are ll other two are not.

Red part is wrong. Definition of a trapzoid : a trapezoid is a quadrilateral with two sides parallel. Thus, every parallelogram is a trapezoid by the definition of a trapezoid.

i donot think that your statement is correct. i never saw that any trapizoid that is also parallogram. could you show a trapizoid figure?

trapezoid is a special case of quadilatral where the opposit two sides are parallel while the other two sides are not.

http://en.wikipedia.org/wiki/Trapezoid Some authors define it as a quadrilateral having exactly one pair of parallel sides, so as to exclude parallelograms.
but some are not.

A trapezoid is a quadrilateral 'only' two of whose sides are parallel to each other. (In some European countries and Korea, a trapezoid is defined as a quadrilateral two or more of whose sides are parallel to each other. By this definition, a parallelogram is also a trapezoid.)
http://www.wikinfo.org/wiki.php?title=Trapezoid

I grew up in Korea. maybe that's why making it issue....
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I selected (B) in seconds and was 100% sure I was right. And then I started reading other people's answers... I never knew about differences of opinion on simple geometric facts like this one. I guess I should be more open minded next time.

(The answer is still (B), by the way, as I am from the Old World )

http://en.wikipedia.org/wiki/Trapezoid Some authors define it as a quadrilateral having exactly one pair of parallel sides, so as to exclude parallelograms. but some are not.

A trapezoid is a quadrilateral 'only' two of whose sides are parallel to each other. (In some European countries and Korea, a trapezoid is defined as a quadrilateral two or more of whose sides are parallel to each other. By this definition, a parallelogram is also a trapezoid.) http://www.wikinfo.org/wiki.php?title=Trapezoid

I grew up in Korea. maybe that's why making it issue....

oh its interesting to know that trapizoids are taught differently in korea. thanks for sharing.

but, imo, in terms of gmat, trapizoid is not considered rhombus/square/ractangle.