Which statement is true about rectangles and rhombuses?
- All rectangles are rhombuses
- All rhombuses are rectangles
- Both are quadrilaterals (4-sided figures)
- Rectangles have equal sides like rhombuses do
Students will classify two-dimensional shapes by shared attributes and explain category relationships.
Which statement is true about rectangles and rhombuses?
Which shape is NOT a quadrilateral?
Which shape has 4 equal sides and 4 right angles?
A rectangle has opposite sides that are equal. How many pairs of equal sides does a rectangle have?
Which property do all squares and all rhombuses share?
Is every square also a rectangle?
Which statement about parallel sides is true?
Which of the following is true about a square?
A rectangle has \(4\) right angles, and a rhombus has \(4\) equal sides; both are quadrilaterals. They share the attribute of having four sides, even though they differ in other properties.
A triangle has 3 sides. A quadrilateral has 4 sides, so a parallelogram, rhombus, and square are all quadrilaterals, but a triangle is not.
A square has all 4 sides equal in length and all 4 angles are right angles (90 degrees). This makes it both a rectangle and a rhombus.
A rectangle has two pairs of opposite equal sides: one pair of long sides and one pair of short sides.
Both squares and rhombuses have 4 sides that are all equal in length. Squares also have 4 right angles, but rhombuses do not necessarily have them.
A square is a special kind of rectangle that also has all sides equal. Every square has the properties of a rectangle (4 sides, 4 right angles), so every square is a rectangle.
Rectangles have opposite sides that are parallel (they never meet). Triangles have no parallel sides, and not all quadrilaterals have them.
A square has 4 equal sides (making it a rhombus) and 4 right angles (making it a rectangle). So a square is both.