Flipping a figure over the axis of symmetry involves creating a mirror image of the figure across that axis. Each point on the original figure corresponds to a point on the opposite side of the axis, maintaining an equal distance from the axis. Points that lie directly on the axis remain unchanged, as they are their own mirror images. This transformation results in a figure that is symmetrical with respect to the axis.
A general trapezoid is a 4 sided quadrilateral with a pair opposite parallel lines of different lengths and no lines of symmetry But an isosceles trapezoid has the same properties as above except that it has 1 line of symmetry
Not necessarily, except rotational symmetry of order 1.
Nothing. (Except if you count z axis and you get into 3D!)
Yes they only have one. There is no other lines of symmetry except for the line that cuts through the center of the butterfly.
They all have line symmetry except S
A general trapezoid is a 4 sided quadrilateral with a pair opposite parallel lines of different lengths and no lines of symmetry But an isosceles trapezoid has the same properties as above except that it has 1 line of symmetry
Not necessarily, except rotational symmetry of order 1.
Almost all animals except sponges have either radial or bilateral symmetry. Sponges belong to the phylum Porifera, characterized by their lack of symmetry.
The assumptions of a metric space except for symmetry.
The assumptions of a metric space except for symmetry.
There is no opposite except a lack of insurance.The opposite adjective of insured is uninsured.
Nothing. (Except if you count z axis and you get into 3D!)
including
Yes they only have one. There is no other lines of symmetry except for the line that cuts through the center of the butterfly.
The fact that corresponding angles are congruent does not require corresponding sides to be proportional - except in the case of a triangle. For quadrilaterals, think of a square and rectangle.
They all have line symmetry except S
There are 4 types of symmetry, reflection, transition, glide reflection, and rotation. They all basically mean the same thing, except they are figured out differently.