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A parallelogram (other than a square).
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∙ 11y ago
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Is there a quadrilateral with line symmetry and rotational symmetry not more than one?
Yes. a kite is one of them
Who many rotational symmetry does a parallelogram have?
A parallelogram has a rotational symmetry of 2!
How can you find rotational symmetry in a matchbox?
A matchbox is rectangular in shape. A rectangle has 2 lines of rotational symmetery. So, a matchbox has 2 lines of rotational symmetry.
What quadrilateral has no rotational symmetry?
A trapezium, a kite, an arrowhead, a quadrilateral with 4 different sides. In fact, anything other than a parallelogram (and its special cases).
Which quadrilateral have rotational symmetry of order two?
A Parallelogram, a Diamond and a rhombus all have rotational symetry of two. Others Kite 1 Trapezium 1 Square 4
What quadrilateral has no line of symmetry but has no rotational symmetry?
parallelogram * * * * * A parallelogram does have rotational symmetry (order 2).
What quadrilateral has rotational symmetry of 2 but no lines of symmetry?
a trapezium
What quadrilateral has 2 lines of symmetry and rotational symmetry order 2?
A rectangle.
What Quadrilateral which has no lines of symmetry and rotational symmetry order 2?
parallelogram
What quadrilateral has order 2 rotational symmetry but no lines of symmetry?
Parallelogram.
What is the name of the special quadrilateral which has rotational symmetry of order 2 but no lines of symmetry?
parallegram
Can a quadrilateral that has rotational symmetry have no reflectional symmetry?
Yes. A rhombus has a 180 degree rotational symmetry but no reflection symmetry.
What quadrilateral that has neither line symmetry or rotational symmetry?
A rhombus
What quadrilateral has line of symmetry but no rotational symmetry?
A kite, for example.
Which shapes have rotational symmetry which is a quadrilateral?
squarerhombusdiamondrectangle
A quadrilateral that has reflectional symmetry but not rotational symmetry?
A isosceles trapezoid for example.
What is a quadrilateral that has neither a line of symmetry nor rotational symmetry?
parallelogram
