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Yes, because not all sides are equal but angles are. That's the key word "angles". It cannot be equal sides because a rectangle is not equal sided.

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Related Questions

What figures is not always equilateral square rhombus or rectangle?

A rectangle is not always equilateral, although it is always equiangular. A rhombus is not always equiangular, but is always equilateral. A square is both equilateral and equiangular.


What shapes are always equiangular?

rectangle


Which of these shapes is always equiangular a rectangle a rhombus a trapezoid a parallelogram?

a rectangle


Which figure is not always equiangular a rectangle rhombus or a square?

A rhombus is NEVER equiangular. If it were equiangular it would no longer be a rhombus but a square.


A quadrilateral that is equiangular but not equilateral?

A rectangle


What a equiangular quadrilateral?

A rectangle.


What is parallelogram is equiangular?

The rectangle.


What is another name for a equiangular quadrilateral?

Rectangle.


Does a parallelogram have parellel and perpendicular lines?

Yes, if it is an equiangular or equiangular and equilateral parallelogram (rectangle or square).


What is a rectangle that is not a square?

A rectangle is any quadrilateral with two pairs of opposite parallel sides which intersect at right angles. For example, computer monitors are in the shape of a rectangle. A square is a special type of rectangle in which all four sides are congruent (equal in measure). Thus a square is both equilateral and equiangular while a rectangle need only be equiangular.


Which of these figures is not always equiangular Rectangle Square or rhombus?

Rhombus. Rectangles and squares all have angles measuring 90 degrees.


Is a rectangle equilateral and equiangular?

A rectangle is not equilateral, as it does not have all sides of equal length; instead, it has opposite sides that are equal. However, a rectangle is equiangular because all its interior angles are equal to 90 degrees. Thus, while a rectangle possesses one of these properties (equiangular), it does not meet the criteria for being equilateral.