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Is it possible to draw a square that is congruent to a rhombus?

No, it is not possible.


Is it possible to draw a square and a rhombus that are congruent?

Yes, it is possible to draw a square and a rhombus that are congruent. A square is a specific type of rhombus where all angles are right angles, and all sides are equal in length. If a rhombus has all sides equal to the side length of a square and its angles are also right angles, then they are congruent. Hence, a square can be considered a congruent rhombus under these conditions.


Is it possible to draw a rhombus with only right angle?

Yes, but then it would become a square (a special case of a rhombus).


How do you draw a square that is not a rectangle?

a rhombus


Is it possible to draw a parallllelogramthat is not a rectangle?

Yes, draw a rhombus.


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

No, you cannot.


Can you draw a parallelogram that is not a rhombus?

square, rectangle


How do you draw a rhombus with two right angles?

It's a square.


What is a rhombus with for right angles?

A square with 4 right angles and has a point of a triangle on the end of the square


Can you draw a square that is not a rhombus?

Squares are special cases of rhombuses, ones in which all the internal angles are the same (90°). So no, you cannot draw a square that is not a rhombus. It's a bit like trying to draw a square that is not a quadrilateral. Squares are special cases of quadrilaterals.


How do you draw a quadrilateral that has no square coners?

A rhombus or a kite are two 4 sided quadrilaterals that have no square corners.


Is it possible to draw a rectangle that is not a square?

it is possible to draw a square that is a rectangle?