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How can I draw a quadrilateral that has exactly two perpendicular sides?

what quadrilateral has exactly two perpendicular sides.


What is a quadrilateral that has exactly two lines of symmetry?

A four-sided quadrilateral having two lines of symmetry is a rectangle


The diagonals of a kite are perpendicular and exactly one of them is?

90 degrees


Can you draw a quadrilateral with exactly 3 lines of symmetry?

no.


Which quadrilateral has exactly one pair of perpendicular lines?

It could be a kite or an irregular quadrilateral.


Is there a quadrilateral with exactly 1 line of symmetry?

Yes - some trapezoids can have one line of symmetry.


How do you draw a quadrilateral that has exactly 2 perpendicular lines?

make a square


A quadrilateral having both diagonals congruent is a?

If both pairs of opposite sides are parallel: A Rectangle, or a Square. If exactly one pair of opposite sides are parallel: An Isosceles Trapezoid. If it does not have parallel sides and one diagonal is the perpendicular bisector of the other: A Kite It is also possible that it does not have any parallel sides and neither diagonal is the perpendicular bisector of the other: A quadrilateral


What quadrilateral has exactly 2 lines of symmetry?

There are two quadrilaterals with 2 lines of symmetry. A rhombus and a rectangle (if they are not also a square)


Does a rectangle have diagonal line symmetry?

It only has 2 lines of symmetry because if you were to fold over its diagonals they wouldn't meet exactly unlike a square which will meet exactly from corner to corner.


If it has exactly two lines of symmetry it must be a quadrilateral?

Not at all. There are an infinite number of figures that have two lines of symmetry. For a start, an ellipse.


Which quadrilateral which has exactly one line of symmetry?

A quadrilateral that has exactly one line of symmetry is called a kite. In a kite, one diagonal acts as the line of symmetry, dividing the shape into two congruent triangles. The other diagonal of the kite is not a line of symmetry, as the two resulting triangles are not congruent. Kites are a specific type of quadrilateral with unique properties related to their symmetry and angles.