Understanding Parallelograms and Their Special Types

Which of the following is a defining property of a rectangle?

• It has more than four sides

• Opposite sides are not parallel

• All angles are right angles

• All sides are equal in length

What makes a rhombus different from a general parallelogram?

• Opposite sides are not parallel

• It has more than four sides

• All sides are equal in length

• It has four right angles

Why is a certain parallelogram not considered a rhombus?

• Its sides are not equal

• It has four right angles

• Opposite sides are not parallel

• It has more than four sides

What is a unique property of a square that makes it a special type of rectangle?

• It has more than four sides

• All sides are equal in length

• Opposite sides are not parallel

• It has no right angles

How can a square be classified in terms of quadrilaterals?

• It is neither a rectangle nor a rhombus

• It is both a rectangle and a rhombus

• It is only a rhombus

• It is only a rectangle