deh losers a shape
The four different quadrilaterals are square, rectangle, rhombos, and parrellelogram
A rhombus is always a polygon belonging to the class of 4 sided polygons known as quadrilaterals
If you're following the definition of a Rhombus there are none. Two Acute, and two obtuse angles are what it's made up of.
The term "rhombus" comes from the Greek word "rhombos," which refers to a spinning top or a tool used for drawing. The shape is characterized by having all sides of equal length and opposite angles that are equal, resembling a diamond or a slanted square. The name reflects the geometric properties of the shape, emphasizing its symmetry and equal side lengths.
The term "rhombus" originates from the Greek word "rhombos," which means "to spin" or "to turn." This name reflects the shape's properties, as a rhombus can be visualized as a parallelogram that has been rotated or "spun" around its center. The word evolved through Latin and Middle English before becoming the term we use today to describe this quadrilateral with all sides of equal length.
half-sphere hemisphere
The four different quadrilaterals are square, rectangle, rhombos, and parrellelogram
__ \__\ Assume that all sides are equal and opposite angles are congruent.
A square is a rhombus that has a right angle in it.
yes I'm sure as a parallelogram is a squashed rectangle. Hope I'm right!
A rhombus is always a polygon belonging to the class of 4 sided polygons known as quadrilaterals
No because a rhombus has different properties than a square but they are both 4 equal sided quadrilaterals.
there are no right angles in a rhombos, but there are 2 obtuse angles and 2 acute angles.
If you're following the definition of a Rhombus there are none. Two Acute, and two obtuse angles are what it's made up of.
Yes, the root word of "rhombus" is from the Greek word "rhombos," meaning something that spins around or spins in a circular motion.
It's definitely a parallelogram, and also definitely a rhombus. And if one of its angles happens to be 90 degrees, then it's also a square.
The term "rhombus" comes from the Greek word "rhombos," which refers to a spinning top or a tool used for drawing. The shape is characterized by having all sides of equal length and opposite angles that are equal, resembling a diamond or a slanted square. The name reflects the geometric properties of the shape, emphasizing its symmetry and equal side lengths.