Which ancient civilization developed a positional number system and made significant contributions to algebra and geometry?

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   Who introduced the concept of zero to the world of mathematics?

The ancient Babylonians used a number system based on which number?

Who is considered the founder of modern calculus?

Who is known for discovering and proving the Fundamental Theorem of Arithmetic, which states that every positive integer greater than 1 is either a prime number or can be uniquely factorized into a product of prime numbers?

Who is credited with introducing the concept of infinity to mathematics?

Which mathematician is often referred to as the "Prince of Mathematicians"?

Which ancient civilization is credited with developing the concept of place value and the decimal system?

Who are considered the "Fathers of Algebra"? Choose two.

Who is often credited with introducing the concept of logarithms?

Which ancient civilization is known for its advanced knowledge of geometry, including the discovery of pi and the construction of the Great Pyramid?

Who are known for proving that the square root of 2 is an irrational number? Choose two.

Which mathematician is often called the "Great Mathematician" and made significant contributions to number theory, analysis, and the theory of functions?

Who is credited with the development of the concept of complex numbers?

Which mathematician is known for formulating the laws of planetary motion and his work on the three laws of motion?

Who proved Fermat's Last Theorem, one of the most famous problems in mathematics, in 1994 (formally published in 1995)?

Who is known for his work on the theory of general relativity and is credited with the development of the field equations of gravitation?

Who is regarded as the founder of set theory and made significant contributions to logic and mathematical analysis?

Who introduced the concept of computable numbers and laid the foundation for the field of computer science?

Who was the mathematician known for introducing the concept of cardinality and proving that there are different sizes of infinity?

Who was the mathematician whose groundbreaking work on the geometry of curved spaces laid the foundation for the development of Einstein's theory of general relativity?

Who was the 19th-century mathematician known for his rigorous approach to analysis, including the development of the theory of limits and the concept of continuity?

Which concept is attributed to René Descartes?

Which concept is attributed to John von Neumann?