In my understanding, the reason why Indian Mathematicins developed this concept of Binary System could be the joy of creativity or curiosity or appreciation of patterns (i.e., beauty) or all of them together.
As a matter of fact, most of the concepts in mathematics which we use today was indeed developed by Indian mathematicians many thousand years ago.
- For example, before Issac Newton, 6 millenium before Newton's time, Calculus was invented by Indian Mathematician "Jyesthadeva", in his book "YuktiBhasha" consiered as the "first book of Calculus".
- Indian Mathematicians invented the decimal & numeral systems (the word "deci" has it's root in sanskrit word "dasa", which means ten).
- Algebra was invented in India, which later was introduced to Arabic mathematicians, who then introduced it to the west. The Arabian Al-Kwarazmi who translated Indian mathematician's work in Sanskrit to Arabic language -
- The name "Algorithm" derives from his name "Al-kwarizmi"
- Fibonacci, Pythagorous, BinaomialPolynomial theorms, etc. were all invented many millenium years ago before they were done in the Greek/west.
Sridhar
The concept of binary systems was developed by ancient Indian mathematicians for various reasons. One reason was the need for a concise and efficient way to represent numbers. Binary systems with only two digits (0 and 1) offered a simple method for this purpose. Additionally, understanding binary systems was crucial for calculations in astronomy, which played a significant role in ancient Indian mathematics.
One notable mathematician who made significant contributions to the concept of volume is Archimedes. He developed the method of exhaustion and was able to calculate the volumes of various shapes, including the sphere and the cylinder. His work laid the foundation for the study of volumes in mathematics.
It's not known for certain if there were monotheisms before the Hebrews, but you can certainly say that the Hebrews took the concept of Monolatry and developed it into ethical monotheism.
the concept of a regular polyhedron remained as developed by the ancient Greek mathematicians
Integers were not "found" by any specific person. They are a mathematical concept that has been studied and understood by mathematicians throughout history. The concept of integers has been developed and refined over time by many different mathematicians.
concept of authority developed
Global development is defined as progress that is made on an international scale. This is why countries are classified as developed, developing and underdeveloped which is a concept of global development.
Galileo developed the concept of acceleration.
The concept of zero was first developed in ancient India, around the 5th century CE. Indian mathematicians, particularly from the Gupta Empire, played a significant role in its development and incorporation into mathematical systems.
While many theorize that the concept of pi has existed since the Ancient Egyptian Empire, the first 'modern' mathematician to calculate pi with any large degree of accuracy (and record his work) was Archimedes of Ancient Greece.
They were developed from ancient words used to describe the concept of that number. The modern pronounciation is judged by univerities and society at large.
The ethical concept of ancient Egypt was 'maat'.
On observing the X-Ray spectrum with increasing atomic numbers Henry Gwyn-Jefferies Moseley developed the concept of atomic numbers. By testing Bohr's and Broek's hypothesis he was able to arrive at the conclusion.