The order of rotational symmetry of a 2D arrowhead shape is 1. This means that the shape can only be rotated about its center by 360 degrees to look the same, as it does not match its original position at any smaller angle. In other words, there are no other angles of rotation (like 90 or 180 degrees) that will make the arrowhead appear unchanged.
A pyramid has an order of rotational symmetry that depends on its base shape. For example, a square pyramid has four orders of rotational symmetry, corresponding to the four corners of its square base. In general, a pyramid with an n-sided base has n orders of rotational symmetry, as it can be rotated by multiples of 360°/n around its vertical axis.
a circle.
A parallelogram
An irregular quadrilateral.
Septahedron
A pyramid has an order of rotational symmetry that depends on its base shape. For example, a square pyramid has four orders of rotational symmetry, corresponding to the four corners of its square base. In general, a pyramid with an n-sided base has n orders of rotational symmetry, as it can be rotated by multiples of 360°/n around its vertical axis.
Regular polygon with any number of sides, circle, ellipse, isosceles triangle, rectangle, isosceles trapezium, kite, arrowhead.
A 2d shape with uncountable lines of symmetry is a circle.
The 2D shape which has one line of symmetry is the trapezium.
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Octagon
0
a circle.
A parallelogram
An isosceles triangle and a kite have only one line of symmetry.
a parallelogram, if it's 2d.
Square