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The statement two parallelograms are similar is always never or sometimes true?
It is sometimes true that two parallelograms are similar. The could be congruent, or dissimilar in that one is not an enlargement of the other.
Are two parallelograms always similar?
Sometimes * * * * * Never. A parallelogram has two pairs of equal angles opposite one another. A trapezoid does not.
Is a square always sometimes or never a quadrilateral?
A quadrilateral always has four sides.A square always has four sides→ a square is always a quadrilateral.A quadrilateral's only distinguishing feature is a shape with four sides.A square has four sides, but also those four sides must all be the same length and all the angles are the same, at 90o.So squares are always quadrilaterals, but quadrilaterals are only sometimes squares.
Can rectangle be a trapezoid?
It depends on whether you consider rectangles and other parallelograms to be forms of trapezoids.If a rectangle can be considered a special case of a trapezoid (UK trapezium), and an isosceles trapezoid is modified so that any of its angles is 90 degrees, then it is a rectangle. In other words, it becomes a trapezoid with all right angles.However, you can also consider that trapezoids and parallelograms are two different kinds of quadrilaterals: trapezoids having one set of parallel sides and parallelograms having two sets. Then a trapezoid can never be a rectangle, or it would just be called a rectangle.
Is a kite always or never or sometimes a trapezoid?
Never
Are parallelograms always sometimes or never squares?
Sometimes they are.
Parallelograms are squares is that sometimes always or never true?
Parallelograms are squares is sometimes true. Squares are parallelograms is always true. Rhomboids are parallelograms is also always true. So not all parallelograms are squares but some are.
All parallelograms are rectangles Always, Sometimes, or Never?
why
Is an isosceles trapezoid sometimes always or never a kite?
Properties of quadrilaterals
Are quadrilaterals always sometimes or never a rhombus?
A rhombus is always in the same class as 4 sided quadrilaterals because it too has 4 sides
Is a kite a parallelogram always never sometimes?
Never but they are both quadrilaterals because they have 4 sides
Is a kite a parallelogram always sometimes or never?
Never but they are both quadrilaterals because they have 4 sides
Is a kite a parallelogram sometimes always or never?
Never but they are both quadrilaterals because they have 4 sides
The statement two parallelograms are similar is always never or sometimes true?
It is sometimes true that two parallelograms are similar. The could be congruent, or dissimilar in that one is not an enlargement of the other.
Is a trapezoid always sometimes or never a kite?
A trapezoid is never a kite but they are both 4 sided quadrilaterals
Is a trapezoid always never or sometimes a rectangle?
A trapezoid is never a rectangle but they are both 4 sided quadrilaterals
Is a square always sometimes or never a kite?
A kite is never a square but they are both 4 sided quadrilaterals
