kolleamm said:If you were to take a perfect sphere and cut it in half so that you would see a circle and then use a magnifying glass to zoom in closer and closer on part of the circle, the arc would approach near flatness but it would never reach it so therefore since an arc is constantly changing it cannot be fully defined therefore perfect spheres cannot exist in the real world. What do you think?
The concept of a perfect sphere is a mathematical ideal and does not exist in the physical world. However, there are objects that can be considered very close to perfect spheres, such as planets and some types of artificial spheres.
A perfect sphere is a three-dimensional object with a perfectly round shape and every point on its surface is equidistant from its center. It has no imperfections or irregularities in its shape.
The creation of perfect spheres is affected by several factors, including the material used, the manufacturing process, and external forces such as gravity. It is impossible to create a perfect sphere due to these factors.
As mentioned before, the concept of a perfect sphere is a mathematical ideal and does not exist in the physical world. The imperfections and irregularities in materials and manufacturing processes make it impossible to create a perfect sphere.
Yes, there are objects that can be considered very close to perfect spheres, such as planets, stars, and some types of artificial spheres. However, upon closer examination, these objects also have imperfections and irregularities in their shape.