Q: How is a square different from a parallelogram?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

A parallelogram can have adjacent sides and angles which are different. A square cannot.

No, a parallelogram is not always a square, but a square is a parallelogram.

Square = parallelogram and a square trapezoid = trapezoid Parallelogram = Parallelogram

No, a parallelogram is not necessarily square.However, by definition, a square is always a parallelogram.

A square is both a quadrangle and a parallelogram.

Related questions

A parallelogram can have adjacent sides and angles which are different. A square cannot.

Square, Quadrilateral, and Parallelogram.

Although they have different properties a square and a parallelogram are both classed as 4 sided quadrilaterals.

No, a parallelogram is not always a square, but a square is a parallelogram.

No, a parallelogram is not always a square, but a square is a parallelogram.

Square = parallelogram and a square trapezoid = trapezoid Parallelogram = Parallelogram

A square is always a parallelogram. Every square is a parallelogram.

No, a parallelogram is not necessarily square.However, by definition, a square is always a parallelogram.

No , parallelogram is not a type of square .

they are rhombus,square,rectangle,trapezoid,parallelogram

a rhombus is a diamond, all faces point to different directions, a parallelogram is like a skewed square has two parallel sides, __ \__\ < like this

A square is both a quadrangle and a parallelogram.