The Eye of Horus had a hint of?

The ancient Babylonians had their number system based on?

Which image below shows Babylonian Clay Tablet?

What is this number? (Babylonian numeral system)

What is this number? (Babylonian numeral system)

Sumerian writing

Convert these Egyptian hieroglyphs into modern day numbers

Egyptian writing?

It is one of the books authored by Diophantus.

How many problems can we see from the books of Diophantus?

It is a mathematical proposition that refers to a direct consequence of a proof.

One of the Diophantus' main contribution was the "syncopation" of algebra means. Syncopation algebra means

The Greek word dumamis means

It is known as the largest city in the Hellenistic world.

What religion flourished during the twilight of Greek Mathematics?

Which story is known as a sad record of short-sighted exploitation?

Who first used negative numbers around 2200 years ago or maybe even earlier?

The ancient Babylonians had their number system based on?

What was the beginning of math (Mathematics)

Who Invented "ZERO"

The Number 1729 is related to a Great Indian Mathematician...

What is the title of the first known math textbook?

In which ancient civilization, odd and even numbers were divided into two sets, the odd ones denoted as males and the even females?

What is the difference between Euclidean geometry and Non-Euclidean geometry?

Was a French mathematician, lawyer, and advisor to Kings Henry III and IV of France. He made significant advances in Algebra, and first introduced the use of letters to represent variables.

Was a Greek mathematician and is often called the father of geometry. He book The Elements first introduced Euclidean geometry, defines its five axioms, and contains many important proofs in geometry and number theory – including that there are infinitely many prime numbers.

He discovered many concepts of calculus and worked in geometry, analysis and mechanics.

While taking a bath, discovered a way to determine the volume of irregular objects using the amount of water they displaced when submerged. He was so excited by this discovery that he ran out on the street, still undressed, yelling “Eureka!” (Greek for “I have found it!”).

Was an English physicist, mathematician, and astronomer, and one of the most influential scientists of all time. Was one of the inventors of calculus, built the first reflecting telescope, calculated the speed of sound, studied the motion of fluids, and developed a theory of colour based on how prisms split sunlight into a rainbow-coloured spectrum.

was a French mathematician and philosopher, and one of the key figures in the Scientific Revolution. He is credited with the first use of superscripts for powers or exponents, and the cartesian coordinate system is named after him.

Was arguably the greatest mathematician in history. According to legend, he corrected a mistake in his father‘s accounting at the age of 3, and found a way to quickly add up all integers from 1 to 100 at the age of 8.

Was an Italian mathematician. He is best known for the number sequence named after him: 1, 1, 2, 3, 5, 8, 13, …

Was a Greek philosopher and mathematician. He is best known for proving Pythagoras’ Theorem, but made many other mathematical and scientific discoveries.

Invented much of the modern mathematical terminology and notation, and made important discoveries in calculus, analysis, graph theory, physics, astronomy, and many other topics.

Who is the author of 'Elements' which is often referred as the greatest work of Greek Mathematics?

It is a base-20 form of writing numbers.

It is a mathematical proposition that refers to a direct consequence of a proof.

Who is the father of mathematics?

Father of Geometry.

In mathematics, it is a triangular array of the binomial coefficients and named after Blaise Pascal.

Father of Algebra.

 It is a property of equality which states that "If $$x=y\ and\ y=z,\ then\ x=z$$ ".

 It is a property of equality which states that "If $$x=y$$ , then  $$y=x.$$ "

It is a declarative sentence which is true or false but not both.

It is a proposition which is composed of simple statements that can be decided whether true or false.

It is a proposition which is composed of sub-statements and various logical connectives.

Followers of Pythagoras were stunned by the idea of incommensurability. Incommensurability means

Pascal's triangle, which is used to find the coefficients of the powers of a binomial expansion, was first seen in a work written by:

Charles Babbage was the first to work on the idea of a computer. His first one was called the Difference Engine and the second one was called the Analytical Engine. The first person to program these machines was:

The Fields Medal is often referred to as the Nobel Prize of Mathematics. It is awarded every 4 years to 2, 3, or 4 mathematicians under the age of 40. The first woman to receive the Fields Medal was Maryam Mirzakhani from Stanford University. What year did she receive this award?

'La Géométrie' appendix to ground-breaking philosophical and mathematical treatise 'Discours de la méthode'(the 'Discourse on Method') is related to

Who referred Mathematics as the 'Queen of Sciences'?

The conceptual leap of using the Triangle to the solve problems in probability theory was by

Who is known as the 'Prince of Mathematicians'?

Jacob Bernoulli is the author of the book

The beginning of an axiomatic approach to geometry can be attributed to which of the following mathematicians?

Elliptic geometry, a type of non-Euclidean geometry was developed by

Who said this line, " Not everything that can be counted count, and not everything that counts can be counted" ?

2,054 in Roman numeral is written as.....

A square array of numbers, usually positive integers, which sums of the numbers in each row, each column, and both main diagonals are the same.

It is a base-20 form of writing numbers.

Who was one of the world's first female mathematicians?

In the Babylonian notation the following principles were employed EXCEPT

This theorem states that "if a triangle is drawn within a circle with the long side as a diameter of the circle, then the opposite angle will always be a right angle."

He was Plato’s student credited with the first implementation of the “method of exhaustion” (later developed by Archimedes), an early method of integration by successive approximations which he used for the calculation of the volume of the pyramid and cone.

13. It was defined by Chinese in ancient times as the "art of calculation".

12. How many days are in divine calendar?

14. He produced a calendar which was based on a cycle of 19 years.

17. Why did the Hindu civilization have an advantage over the Greek civilizations understanding of mathematics?

40. He eventually came to understand cubic and quartic equations much better than Tartaglia.

39. In the egyptians mathematics, the figure of a god with arms raised above his head in decimal system is equivalent to ____.

What are the first 10 digit of Pi?

Who is the author of “The Fractal Geometry of Nature” an important contribution to understanding form and complexity in the physical universe?

Who is the founder of modern theory of numbers?

Who is the most important mathematician in the 18th Century?

Who is "the Father of Information Theory"?

Egyptians used lotus flowers to represent?