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Sure !

-- The sides of every rhombus are always congruent.

-- If you make the angles congruent, then you have a special kind of rhombus called a "square".

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Q: Can you draw a rhombus with congruent sides and angles?
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How to draw a polygon with at most 2 pairs of opposite sides parallel and at most 2 acute angles?

A rhombus (pushed over square) will give you 2 pairs of parallel, congruent sides, 2 acute angles and 2 obtuse angles.


Does a rhombus and a square have four congruent angles?

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No, it is not possible.


Are all angles of a parallelogram congruent?

All angles of a parallelogram are not necessarily congruent. A parallelogram means that the opposite sides run in straight lines that don't intersect. An example is a rectangle or square. Length of sides DO NOT determine if opposite angles are congruent. As long as opposite sides do not intersect each other at any point (if you continue to draw the lines), then the angles diagonal from each other are the same.


Can you draw a rhombus and a square that are congruent?

Yes. A rhombus is a "squashed" square in that every side is equal in length but only opposite angles are equal. The square is a special case of a rhombus where not only are opposite angles equal, but all 4 angles are equal. All squares are rhombuses but not all rhombuses are squares.


How do you draw a rhombous with two right angles?

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