Question

Приведите примеры фигур имеющих центр симметриипожалуйста срочно!!!!​

Answer 1

Ответ:

Фигура называется симметричной относительно точки центра симметрии.

Если для каждой точки фигуры найдётся симметричная ей точка, также принадлежащая этой фигуре.

Имеют центр симметри ромб, квадрат, окружность, прямоугольник, правильный шестиугольник.

Answer 2

Examples of Figures with Centers of Symmetry

1. Circle: - A circle is a figure with an infinite number of lines of symmetry, and all these lines intersect at the center of the circle. - "A circle has an infinite number of lines of symmetry, all passing through its center".

2. Square: - A square has four lines of symmetry, and all these lines intersect at the center of the square. - "A square has four lines of symmetry, passing through the midpoints of its sides and intersecting at its center".

3. Equilateral Triangle: - An equilateral triangle has three lines of symmetry, and all these lines intersect at the center of the triangle. - "An equilateral triangle has three lines of symmetry, all passing through its center".

4. Regular Hexagon: - A regular hexagon has six lines of symmetry, and all these lines intersect at the center of the hexagon. - "A regular hexagon has six lines of symmetry, passing through each pair of opposite sides and intersecting at its center".

5. Regular Pentagon: - A regular pentagon has five lines of symmetry, and all these lines intersect at the center of the pentagon. - "A regular pentagon has five lines of symmetry, passing through each vertex and intersecting at its center".

6. Regular Octagon: - A regular octagon has eight lines of symmetry, and all these lines intersect at the center of the octagon. - "A regular octagon has eight lines of symmetry, passing through each pair of opposite sides and intersecting at its center".

7. Regular Nonagon: - A regular nonagon has nine lines of symmetry, and all these lines intersect at the center of the nonagon. - "A regular nonagon has nine lines of symmetry, passing through each vertex and intersecting at its center".

8. Regular Decagon: - A regular decagon has ten lines of symmetry, and all these lines intersect at the center of the decagon. - "A regular decagon has ten lines of symmetry, passing through each vertex and intersecting at its center".

9. Isosceles Trapezoid: - An isosceles trapezoid has one line of symmetry, which passes through the midpoints of its non-parallel sides and intersects at the center of the trapezoid. - "An isosceles trapezoid has one line of symmetry, passing through the midpoints of its non-parallel sides and intersecting at its center".

10. Rhombus: - A rhombus has two lines of symmetry, which are the diagonals of the rhombus and intersect at the center of the rhombus. - "A rhombus has two lines of symmetry, passing through its diagonals and intersecting at its center"