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A rectangle has four sides with two equal lengths.
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∙ 12y ago
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What is the shape with four sides and the opposite sides are parallel and equal?
A parallelogram is a four sided shape where opposite sides are parallel and equal lengths. If you mean that ALL sides are equal lengths, you are looking for a rhombus.
Which four-sided shape has all sides equal and diagonals that are different lengths?
It is a rhombus
What shape has four equal sides and four equal angels?
square
Shape with two acute angles and four equal sides?
A rhombus is a shape having two acute angles and four equal sides.
What shape has four right angles parallel sides opposite sides are equal opposite angles are equal and four equal sides?
Rectangle
What are four names for a quadrangle where all four sides are different lengths?
There are no specific names for such a shape.
What is the perimeter of a qaudirilateral with no equal sides?
It's the sum of the various individual lengths of the four sides.
What parallelogram has four sides of equal length?
A "parallelogram" technically is a shape where opposite sides are equal and any shape with four sides is a "quadrilateral". Every square has four sides of equal length, so a square is both a parallelogram and a quadrilateral. A rhombus(or diamond shape) can have four sides of equal length and can be a parallelogram as well, so either are possibilities.
What is a shape with 4 equal lengths and four right angles?
That shape is a square. A square is a special kind of rhombus, and a rhombus is aspecial kind of parallelogram. So the shape described in the question is a square,a rhombus, and a parallelogram.ALSO . . . any polygon with more than four sides can have four equal sidesand four right angles.
What is a quadriateral with opposite sides equal lengths and four right angles?
A rectangle.
What shape has four equal sides and four right angles but not equal length?
The rectangle
Which 2D shape has 4 equal sides and 4 right angle?
A square is a two-dimensional shape with four equal sides and four right angles.
