four sides, four right angles, 2 pairs of parallel lines
A square may be classified as a rectangle, a parallelogram, a rhombus, a polygon, and a quadrilateral.
They are both three dementinal
Shapes can be classified in many ways. These ways can be general or specific. Of the terms you mentioned, the most general is the quadrilateral. Parallelograms, squares, rectangles and rhombuses are all quadrilaterals (they have 4 sides) but quadrilaterals are not necessarily any of the others. The next classification is the parallelogram, which adds the qualification that opposite sides be parallel. Squares, rectangles and rhombuses are parallelograms, but a parallelogram does not have to be a square, rectangle or rhombus.
A rectangle is technically a parallelogram and it belongs to the class of polygons known as quadrilaterals
They are both two dimensional. They only have right angles at line intersections. Opposing sides are parallel. Opposing sides are the same size.
They are both two dimensional. They only have right angles at line intersections. Opposing sides are parallel. Opposing sides are the same size.
A square and a rectangle are identical in every way except one:The length and width of a square must be equal, whereas the lengthand width of a rectangle may be equal but are not required to be.
they both have right angles , they're both quadrangles, they both have parallel lines, and they both have straight lines
four sides, four right angles, 2 pairs of parallel lines
Both have 2 pairs of opposite parallel sidesBoth have 4 interior right angles
rectangle and trapezoid
The Answer:Square numbers, when arranged in a square is aready a rectangle, but otherwise speaking, all square can, since all are divisible by 1 and itself, and if the square root of that perfect square is composite, it can be rearranged into a rectangle as well, in other ways.
A square may be classified as a rectangle, a parallelogram, a rhombus, a polygon, and a quadrilateral.
Quadrilateral rectangle rhombus squate
They are both three dementinal
aass