A polygon with four equal sides is called a rhombus. Specifically, if all angles are also equal (each measuring 90 degrees), it is known as a square. Additionally, a rhombus can have varying angles but still maintain four equal-length sides. In summary, both rhombuses and squares fit the description of having four equal sides.
A polygon with four equal angles and sides is a square.
A four-sided polygon with four congruent sides and four equal angles is a square
Quadrilateral has four sides and a polygon has 4 equal sides
A polygon with four sides that has equal opposite sides parallel and four equal angles is called a rectangle. In a rectangle, opposite sides are both equal in length and parallel, while each of the four angles measures 90 degrees. If all four sides are also equal in length, the rectangle becomes a square.
a parallelogram
A polygon with four equal angles and sides is a square.
A four-sided polygon with four congruent sides and four equal angles is a square
rectangle
Quadrilateral has four sides and a polygon has 4 equal sides
A polygon with four sides that has equal opposite sides parallel and four equal angles is called a rectangle. In a rectangle, opposite sides are both equal in length and parallel, while each of the four angles measures 90 degrees. If all four sides are also equal in length, the rectangle becomes a square.
trapezoid
a parallelogram
A rhombus is a quadrilateral with four equal sides
Not always because a quadrilateral is any type of polygon that has 4 sides which may not be all equal.
A rhombus is a polygon with four equal sides. A square is a polygon with four equal sides and four right angles. A rhombus cannot always be a square because many shapes have four equal sides.
Four equal sides and no right angles
A rhombus is by definition a polygon with four sides of equal length. Since the sum of the internal angles of a polygon with four sides is 360° , a polygon with four sides can have four angles all equal to 90°. In this case we have a particular type of rhombus called square.