Trapezoid. The rectangle, square, and rhombus are all parallelograms.
The Trapezoid is a solid: a prism of trapezium cross-section.
It is the triangle which has only 3 sides whereas the rest have 4 sides.
It is the triangle which has only 3 sides whereas the rest have 4 sides.
It can be argued that a rhombus can fit inside a trapezoid. However, there are others who debate that a trapezoid can never be a rhombus because it is defined to have exactly one pair of parallel sides.
If the triangle and hexagon are equilateral, then the trapezoid is not like the others because all of its angles are not equal. A rectangle will have 4 equal right angles. An equilateral triangle will have 3 equal acute 60 degree angles. An equilateral hexagon will have 6 equal obtuse 120 degreeangles.
Technically, yes - a trapezoid is a four-sided figure with two parallel sides. A rhombus is a four-sided figure with two pair of parallel sides. A rhombus might be described as a special trapezoid since it does have two parallel sides, but others might argue against such an interpretation.Likewise, a square could be described as a special rhombus (or a very special trapezoid), since a square is a four-sided figure with two pair of parallel sides AND four right angles.
A kite is not a parallelogram, rectangle, rhombus, square, or trapezoid because it has no parallel sides. Tt does belong to the class of four-sided quadrilaterals as do all the others that are mentioned.
It is the triangle which has only 3 sides whereas the rest have 4 sides.
Square, rhombus, trapezoid, rectangle. If there are any others, please add to this.
It is the triangle which has only 3 sides whereas the rest have 4 sides.
No, there are many four sided shapes. The Square is one of them. Others include rectangle,trapezoid, parellelogram, and rhombus
only two? that would be a square, rectangle, rhombus, possibly others. only one pair of parallel sides is a trapezoid.
It can be argued that a rhombus can fit inside a trapezoid. However, there are others who debate that a trapezoid can never be a rhombus because it is defined to have exactly one pair of parallel sides.
A rhombus satisfies this. Also a rectangle. And a square (which is both a rhombus and a rectangle). There may be others.
If the triangle and hexagon are equilateral, then the trapezoid is not like the others because all of its angles are not equal. A rectangle will have 4 equal right angles. An equilateral triangle will have 3 equal acute 60 degree angles. An equilateral hexagon will have 6 equal obtuse 120 degreeangles.
Technically, yes - a trapezoid is a four-sided figure with two parallel sides. A rhombus is a four-sided figure with two pair of parallel sides. A rhombus might be described as a special trapezoid since it does have two parallel sides, but others might argue against such an interpretation.Likewise, a square could be described as a special rhombus (or a very special trapezoid), since a square is a four-sided figure with two pair of parallel sides AND four right angles.
It is a parallelogram, but a square is all three. all four of them (rectangle; rhombus; parallelogram; square) are quadrilaterals. all five are polygons. a quadrilateral is any shape with four sides. a rectangle is any shape with all right angles. a parallelogram has two pairs of parallel( non-intersecting lines). a rhombus is a parallelogram with congruent (same) sides. polygons are any closed shape with strait lines. a trapezoid has only one pair of parallel lines. a trapizoid also is a quadrilateral and a polygon, but none of the others.
It is a parallelogram, but a square is all three. all four of them (rectangle; rhombus; parallelogram; square) are quadrilaterals. all five are polygons. a quadrilateral is any shape with four sides. a rectangle is any shape with all right angles. a parallelogram has two pairs of parallel( non-intersecting lines). a rhombus is a parallelogram with congruent (same) sides. polygons are any closed shape with strait lines. a trapezoid has only one pair of parallel lines. a trapizoid also is a quadrilateral and a polygon, but none of the others.