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Q: Has 4 sides of any length and 4 angles of any size?
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What shape has four sides of any length and four angles of any size?

I think it is a rhombus.


How do you describe the angles and sides of each quadrilateral?

quadrilateral--a four-sided figure, any length sides, any angles trapezoid--one pair of parallel sides, any length sides, any angles parallelogram--two pairs of parallel sides, opposite sides congruent, opposite angles congruent rectangle--two pairs of parallel sides, opposite sides congruent, all angles are right angles (90 degrees) rhombus--two pairs of parallel sides, all sides congruent, opposite angles congruent square--two pairs of parallel sides, all sides congruetn, all angles are right angles (90 degrees)


What has 4 sides of any length and 4 sides of any size?

trapezoid


Does a parallelogram always have four sides?

Yes, and its opposite sides are always equal and its opposite angles are always equal. The angles and the sides can be any size.


You have 4 sides your opposite sides are equal in length you have 2 pairs of parallel sides you do not have any right angles?

rhombus


What is the name of a quadrilateral that has 2 long sides the same length and 2 short sides the same length but it does not have any right angles or any reflective symmetry?

a rectangleImproved Answer:-It is a parallelogram


Is a hexagon regular?

1. It can be, but it doesn't have to be. A polygon with any number of sides, and of any size, is regular IF AND ONLY IFall the sides are the same length, andall the angles are the same.2. What the heck is this question doing in Verbs? I'm taking it out of that category.


Why is square called a special rhombus?

A rhombus is any 4-sided figure whose sides are all the same length, no matter what its angles happen to be. It's only a square if its angles are also all the same size.


How do you make a decagon?

''Decagon'' is any polygon with ten sides and ten angles ''Regular decagon'' is a polygon with ten sides of equal length and all angles equal to 144°


What information do you need in order to prove the triangles congruent using congruence postulate?

You need enough information about both triangles to be able to compareany one of the following packages of parts of both of them:-- the length of any two sides and the size of the angle between them-- the size of any two angles and the length of the side between them-- the lengths of all three sides.


I have 2 pairs of parallel sides. My opposite sides are equal in length. All my angles are equal in size. I have two lines of symmetry. What am I?

The answer is any rectangle that is not a square: such a rectangle has two lines of symmetry, whereas a square has four.


Is a rhombus can be a square?

No. A square has to have 4 equal sides with interior angles of exactally 90 degrees. A rhombus has to have 4 equal sides only. (any angles (although to be the same length the angles come in pairs).)