A basketball has an infinite number of lines of symmetry. This is because a basketball is a perfect sphere, and any plane passing through its center will divide it into two equal halves that are symmetrical. Therefore, there are an infinite number of lines of symmetry that can be drawn on a basketball.
D3h
Basketball.
Rotational symmetry is the amount of symmetry you would have if you rotated the shape.
if you think of a basketball to represent the sun and a grape to represent Pluto now compare them that's how big they would be for real life but much bigger
Time Out and TurnOver
z does not have a line of symmetry. z does not have a line of symmetry. z does not have a line of symmetry. z does not have a line of symmetry.
Yes, this would be perfect symmetry.
Yes, amphibians have bilateral symmetry.
it would be called symmetry
Metaphorically, a basketball could represent Earth in terms of its round shape and the idea of different players (countries) coming together to play a unified game (coexisting on Earth). However, there are many differences between a basketball and Earth in terms of composition, size, and complexity.
It depends on what kind of triangle. A scalene triangle (no equal sides or angles) would not have any lines of symmetry. An isosceles triangle would have 1 line of symmetry, and an equilateral triangle would have 3 lines of symmetry.