Q: What shape has two congruent squares and four congruent rectangles?

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No, only those rectangles that are squares have four congruent sides.

They are squares and rectangles that each have four congruent angles of 90 degrees which makes up a total of 360 degrees.

Squares, rectangles, and rhombi are types of Trapazoids

The quadrilaterals with all angles congruent are rectangles and squares. They are the only quadrilaterals in which all four angles are right angles.

No. Although squares are always rectangles, rectangles are not always squares. A square has four sides of equal length and four right angles. Rectangles must only have four right angles.

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rectangles and squares have

No, only those rectangles that are squares have four congruent sides.

a rectangle has 4 right angles. A rhombus has four congruent sides. A square has four right angles and four congruent sides. All squares are rectangles because all rectangles have 4 right angles, and all squares have four right angles. But not all rectangles are squares because not all rectangles have congruent sides.

Rectangles - and squares, as a special case.

squares, rectangles, some rhombuses .... I'm not sure all angles can be congruent

All squares and rectangles are quadrilaterals. The of quadrilateral is a four sided figure. A square has four congruent sides, hence all squares are quadrilaterals. A rectangle is a four sided rhombus, so it is also a quadrilateral.

quadrilateral(squares,rectangles,diamonds,etc.)

They are squares and rectangles that each have four congruent angles of 90 degrees which makes up a total of 360 degrees.

No. Squares technically qualify as rectangles (parallel opposite sides, ninety degree angles, opposite sides are congruent, etc.) however rectangles do not qualify as squares. Squares MUST have four sides of equivalent length, and rectangles do not meet this criterion.

Squares, rectangles, and rhombi are types of Trapazoids

A cuboid or a rectangular prism.

The quadrilaterals with all angles congruent are rectangles and squares. They are the only quadrilaterals in which all four angles are right angles.