Question

Explore the use of symmetry in real life?

Answer 1

Hint: Here, we will answer the question by first defining the symmetry. Symmetry is defined as an identical and a balanced similarity, which is found in two halves of an object i.e. one-half, is the mirror image of the other half. Symmetry is something that we observe in many places in our daily lives without even noticing it. It is easily noticeable in various arts, buildings, and monuments. So we can easily explore the use of symmetry in real life.

Complete step-by-step answer:
Nature uses symmetry to make things beautiful. Symmetry is often seen every day by people of all ages in nature. Symmetry that we see everyday in nature is most often Bilateral Symmetry. This means that the two halves of an object are exactly mirror images of each other. Symmetry in humans the human face has a line of symmetry in some places, but some faces are more symmetrical than others. The more symmetrical your face the prettier your face will appear. A perfect example of this is supermodels and actresses. Another example of human symmetry is the kidneys, lungs, and the brain. If you draw a line or slice these organs in half, you will have a mirror image of the other. In flowers there are roughly identical petals, sepals, stamens, and leaves. While at the beach there are a wide variety of shells and underwater life with a line of symmetry, an example of this is a crab, a lobster, octopus, and starfish.
Symmetry is a mathematical concept that was derived from nature. Everything around you is symmetrical and we observe this day in an out but never put a thought to it.

Note: Symmetry is used when doing calculations that involve spheres, circles, equilateral or isosceles triangles, etc. For example, suppose we have a ball, and suppose this ball is electrically charged. Since the ball is symmetric, our calculations for finding how this sphere polarizes itself is much simpler than if it were not symmetric. This is one example, but in general, symmetry in real life is used to simplify calculations and solve problems more easily. Symmetry also offers human beings an additional extension to their capabilities. For example, two eyes are necessary for stereoscopic vision. Two ears helps us get a better 3-dimensional sensation of hearing.
Generally there is three type of Symmetry
(i)Radial symmetry: The organism looks like a pie.
(ii)Bilateral symmetry: There is an axis; on both sides of the axis the organism looks roughly the same.
(iii)Spherical symmetry: If the organism is cut through its center, the resulting parts look the same.