What was maths in ancient times?

Maths and  Science in old times enveloped a scope of improvements and practices across various civilizations, each contributing remarkable bits of knowledge and procedures:


1. **Mesopotamia**: One of the earliest known civilizations to foster numerical ideas. They utilized a sexagesimal (base 60) numeral framework and made critical headways in math, variable based math, and calculation. The Babylonians, for instance, made earth tablets with numerical issues and arrangements.


2. **Egypt**: Old Egyptians involved science for different pragmatic purposes like looking over land, building pyramids, and ascertaining charges. They created strategies for duplication, division, and working out regions and volumes.


3. **Ancient Greece**: Greek mathematicians like Pythagoras, Euclid, Archimedes, and others established the groundworks of calculation, number hypothesis, and numerical confirmations. Pythagoras' hypothesis, Euclidean math, and the strategy for depletion are a portion of the persevering through commitments from this period.


4. **India**: Antiquated Indian science, especially from around 300 BCE to 500 CE, saw critical advancements in variable based math, number-crunching, and number hypothesis. Mathematicians like Aryabhata, Brahmagupta, and Bhaskara made spearheading commitments to ideas like zero, negative numbers, quadratic conditions, and geometry.


5. **China**: Chinese math grew freely with an emphasis on pragmatic applications like farming, designing, and space science. They made progressions in math, polynomial math (counting tackling polynomial conditions), and calculation.


6. **Islamic Brilliant Age**: During the middle age time frame, researchers in the Islamic world protected and developed before numerical information from Mesopotamia, Greece, India, and China. They made critical commitments to variable based math (counting the improvement of logarithmic imagery), geometry, and acquainted Arabic numerals with the West.


Math in antiquated times was principally determined by functional necessities like trade, designing, cosmology, and engineering. These early mathematicians created strategies, calculations, and hypothetical structures that laid the preparation for current science. Their commitments affected resulting ages of mathematicians as well as formed the scholarly and logical advancement of their particular developments.

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