The evolution of zero didn't stop there. In the 7th century, the mathematician Mahavira penned the Ganita Sara Samgraha, building upon Brahmagupta's work. While he corrected some of Brahmagupta's errors, the conundrum of division by zero persisted.
Fast forward to the 9th century, when Bhaskara, after 500 years of Brahmagupta, took on the challenge of division by stating that any number divided by zero is infinity. While this concept was conceptually flawed, Bhaskara correctly stated other properties of zero, such as the square of zero being zero and the square root of zero also being zero.
The torch of Zero's enlightenment continued to spread beyond the Indian subcontinent. Islamic and Arabic mathematicians carried the wisdom of Indian mathematicians westward, with Al-Khwarizmi describing the Indian place-value system and Ibn Ezra spreading the concept of Indian numeral symbols and decimal fractions to Europe.
In the 13th century, Chinese mathematicians, inspired by Indian ideas, adopted the symbol 'O' for zero. In Europe, it took until the 17th century for zero to gain widespread acceptance. The word 'zero' itself likely has its roots in the Sanskrit word 'shunya' or the Hindi equivalent, showcasing the linguistic connection to India.