Assertion: rectangle's square | /r/HasProperty | rectangle
Facets:
value: with 4 equal sides
type: OTHER
value: geometrically
type: MANNER
value: with equal sides
type: MANNER
value: always
type: TEMPORAL
Source sentences:
text: A Square is in Fact a Rectangle.
text: Therefore, a square is both a rectangle and a rhombus, which means that the properties of parallelograms, rectangles, and rhombuses all apply to squares.
text: So, a square could also be considered a rectangle.
text: Is a Square a Rectangle?
text: a square is also a rectangle.
text: While it may be a little bit confusing since a square is also a rectangle, there is one difference that makes it easy to distinguish one from the other.
text: To summarize, a square is somewhat a rectangle since it does have all the properties of being a rectangle, but it needs to have its sides equal in measurement to be called a square.
text: Is a square a rectangle?
text: A square is a rectangle with 4 equal sides.
text: A square is a rectangle with 4 equal sides
text: Because a square is a rectangle but a rectangle need not be a square, the most general quadrilateral that fits this description is a rectangle.
text: People often ask if a square is also a rectangle.
text: This means that a square is a specialized case of the rectangle and is indeed a rectangle.
text: It is possible for a square to be a rectangle, but it is impossible for a rectangle to be a square.
text: Yes, a square is a rectangle, but it's a special kind of rectangle.
text: A square is a rectangle, but a rectangle is not a square.
text: A square is a rectangle.
text: A square is a rectangle with equal sides.
text: Is a square a rectangle?
text: Does that mean that a square is a rectangle?
text: A square IS a rectangle.
text: A square satisfies all of these requirements so a square is a rectangle.
text: but a square is a rectangle.
text: Therefore, a square is always a rectangle, but a rectangle is not always a square.
text: Geometrically, a square is a rectangle.
text: Although a square is a rectangle, the external behaviour of the two representations is incompatible, so inheritance is invalid.
text: However, a square is a rectangle, because it has 2 sets of parallel sides and 4 right angles.
text: All squares are rectangles (because they satisfy the rectangle definition), but this is just a mathematical convention.
text: All squares are rectangles.
text: All squares are rectangles but not all rectangles are squares (all the sides in a square have to be the same length).
text: Note that the first condition for a square is the same as the only condition for a rectangle, and thus all squares are rectangles.
text: Since there is no rule that states a rectangle cannot have all sides of equal length, all squares are rectangles, but not rectangles are squares.
text: Since all squares are rectangles the simplest case is: A little trivial perhaps, but it starts off the next simplest case which is:
text: All squares are rectangles, but not all rectangles are squares.