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Yes, into infinitely many sets of congruent rectangles. In fact, all plane shapes - including totally random ones - can be divided into sets of congruent shapes.

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Q: Can all rectangles be divided into to congruent rectangles?
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Related questions

What quadrilaterals has all angles are congruent?

Rectangles have all angles congruent,

Do all rectangles have four congruent sides?

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

Are rectangles congruent?

yes rectangles are congruent.

Does a rectangle have all congruent sides?

No, rectangles do not have congruent sides. Squares have congruent sides.

Why Can all rectangles be cut in half vertically or horizontally to make to congruent rectangles?

They make two congruent rectangles, not to rectangles! This is because the line joining the midpoints of opposite sides are lines of [reflective] symmetry.

Can a rectangle be a square explain?

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.

Can all rectangles be cut in half verticaly or horizontally to make two congruent rectangles?


Can all rectangles be cut in half vertically or horizontally to make two congruent rectangles?


Why is a square also a rectangle?

Because there opposite sides are congruent. And all squares are rectangles, but not all rectangles are squares!

What is a 3 dimensional figure that has three pairs of opposite parallel congruent faces that are rectangles?

This depends on if the question is asking for each pair of opposite rectangles must be congruent, then it is a rectangular prism.If all of the rectangles are congruent, then it must be a Cube. A square is a special case of a rectangle, and all 6 sides being squares makes a cube and they are all congruent.

Do some rectangles have no congruent angles?

yes not all of them are congruent i remember in fith grade i learned that

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because not all sides are equal