Classifying Quadrilaterals

Front

Which conclusion can be drawn?

• All quadrilaterals are kites, but all kites are not quadrilaterals.
• All parallelograms are rhombi, but all rhombi are not parallelograms.
• All squares are parallelograms, but all parallelograms are not squares.
• All parallelograms are rectangles, but all rectangles are not parallelograms.

Back

All squares are parallelograms, but all parallelograms are not squares.

Front

polygon > quadrilateral > parallelogram > _______________

Back

square

Front

Which statement is true?
Options:

All quadrilaterals are parallelograms because they have four sides.

,

All squares are parallelograms because they have 2 pairs of parallel sides.

,

All trapezoids are parallelograms because they have 1 pair of parallel sides.

,

All polygons are parallelograms because they have straight lines and closed sides.

Back

All squares are parallelograms because they have 2 pairs of parallel sides.

Front

Which describes a rhombus? Options: has all right angles, has all acute angles, has all equal sides, has all obtuse angles

Back

has all equal sides

Front

Characteristics of a rhombus: - opposite sides are parallel - all four sides are the same length. Which statement must be true?

Back

Every square must have these same characteristics

Front

Which statement is always true for parallelograms?

• All sides have the same length
• All angles have the same measure
• Opposite sides are equal in length
• Opposite angles have different measures

Back

Opposite sides are equal in length

Front

Is a parallelogram always a rhombus?

Back

No, because a parallelogram does not always have 4 equal sides.

Front

Which figure can be categorized as a rectangle? Options: kite, rhombus, square, trapezoid

Back

square

Front

Into which category can a trapezoid be placed? Options: parallelogram, quadrilateral, rectangle, rhombus

Back

quadrilateral

Front

A square, a rectangle, a trapezoid, and a rhombus all belong to which group of shapes?

Back

quadrilaterals