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Math and Arithmetic
Geometry

# Is a square a kind of rectangle or a rectangle is a kind of square?

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###### 2012-02-28 13:35:55

A square is a type of rectangle!

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## Related Questions

Yes, every square is a rectangle (a special kind of rectangle), but not every rectangle is a square.

Yes, but as a square. A square is a special kind of rectangle and also a special kind of rhombus.

A square is considered to be a special kind of rectangle.

A square is a rectangle in which all the sides are the same length.

Yes, it is a rectangle with four equal sides.

A square is a special kind of rectangle ... one that happens to have equal length and width.

A square is a regular rectangle which is why a rectangle isn't a square.

A square is always a rectangle. A rectangle can sometimes be a square

A square is a rectangle even through a rectangle is not always a square.

Correct. A square is a rectangle, a special kind that is 'regular'--all its angles are congruent, and all its sides are congruent.

No. A square is a rectangle, but a rectangle is not a square.

A square is always a rectangle, but it is a rectangle that isn't a square.

a rectangle cant be a square but a square can be a rectangle

A rectangle and a square are different shapes. A rectangle cannot be a square.

A rectangle has four sides, in two pairs of equal length, and four angles, all of which are right angles. A square satisfies all of these requirements so a square is a rectangle. In adition, the two pairs of sides of a square are of equal length as well. That makes the square a very special kind of rectangle, but it is still a rectangle.

A square is a special case of a rectangle. Every square is a rectangle, but not every rectangle is a square. A square is a rectangle with four sides that are all equal in length.

yes- a square is a rectangle but a rectangle is not a square.

Every square is a rectangle but not every rectangle is a square.

a square - an equilateral square a rectangle - an equilateral rectangle

###### ScienceMath and ArithmeticSchool SubjectsAreaGeometry

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