Reflexive Symmetry is the same as a line of symmetry. More Examples for Rotational Symmetry are Circle, Hexagonal, Square, Rectangle, and etc… 3.Reflexive Symmetry If you rotate the hexagonal object or image in a 60° clockwise direction with respect to the origin, there is no change in the shape of an image. It is also called radial symmetry.įrom the above figure, we can observe the rotational symmetry. This type of Symmetry is called Translational Symmetry.Īn object or image is rotated in a particular direction but the position of an object or image is identical to the origin of an image or object, then it is called rotational symmetry. They areĪn object or image is moving forward or backward or changing the position from one place to another, but there is no change in the image or object. We have different types of symmetries considered depending on the various cases. These lines are either vertical or horizontal or diagonal lines.
This type of line of symmetry is called Two lines of Symmetry.Īn image or object is divided into a number of parts with the help of a number of lines and these equal halves of the image. Same like one line of symmetry, in two lines of symmetry also we can use the vertical or horizontal or diagonal lines but we need to use only two lines to divide the image equally. Above mentioned, vertical, horizontal, and diagonal lines of symmetry are examples of one line of symmetry. Every part must be the mirror image of another.īy using the vertical or horizontal or diagonal line, we need to divide the image into equal halves and it is called one line of symmetry. Yes, we can divide the image into a number of parts with the help of one line, two-line,s or more lines. This type of line of symmetry is called as Diagonal Line of Symmetry.Īgain we have a number of types in line of symmetry. These two equal halves are mirror images of each other. This type of symmetry is called a horizontal line of symmetry.įrom the above diagram, an image is divided into two equal halves by the diagonal line. Here, the horizontal line dividing the above image into two parts, and these two parts are equal halves of the image. The above diagram shows that the image is split into two parts with the help of a horizontal line.
This type of symmetry is called as Vertical line of Symmetry. That means, both the parts of an image are the same. Here, the vertical line divides the above image into two parts and these two parts are mirror images for each other. The above figure shows the hexagonal image divided into two parts with the help of a vertical line. The line may be either vertical or horizontal or diagonal. The line of symmetry is also called as ‘axis of symmetry’. We can define different types of symmetries as below.Īn object is divided into two parts with the help of a line and the two parts are mirror images of an object, then it is called a line of symmetry. If the image is symmetrical, then the left side of the image is looking like a mirror image of the right side of the image or not. Firstly, draw a line on the middle of the image or object, and observe the image or object whether the left side of the object is the same as the right side or not.
To find out a given object is symmetric, we need to follow some steps. If an object is not looking like another part of the object then it is called asymmetric. If one part of the object looks like the same as another part of the object when we turn, flip, or slide, then it is called symmetry. Symmetry is one of the important concepts of geometry.
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