A naukri.com initiative
Medium
4d
16
Image Credit: Medium
Science IV: Point Theory 4, Points Dimensions and Infinity
- Points and infinity share similarities as they both cannot be fully measured due to their infinite nature.
- By stacking an infinite number of 9s after .999, it becomes equal to 1, demonstrating the concept of infinity creating something out of nothing.
- Infinity in mathematics can be shown by equations like .999… = 1, indicating how repetition leads to equality in the infinite.
- The concept of points creating lines can be better understood by delving into the nature of infinity and sets equivalence.
- Infinity=infinity showcases that every real number value can correspond to values between -infinity and infinity.
- Mapping extra variables in infinite sets without overlap is possible, demonstrating the unique properties of infinity.
- Infinitely stacked points give rise to lines, highlighting how an immeasurable unit contributes to tangible creations.
- Moving to higher dimensions, stacking lines results in squares, and stacking squares gives rise to cubes, showcasing the progression of dimensions.
- The Inter-Dimensional theory proposes that the infinite stacking of lower-dimensional matter creates higher-dimensional matter.
- Ultimately, all matter can be traced back to infinite stacks of points, showcasing the foundational role of points in forming our reality.
Read Full Article
Like
For uninterrupted reading, download the app