The earliest system of writing developed by the Sumerians.

It is also known as the base 60 numeric system.

It is where the early Egyptians settled.

The writing system developed by the Egyptians.

What do you call the Egyptian numeral system?

It is a tool used by the Egyptians in their system of writing.

It is where the Ishango Bone discovered.

He is known as the "father of geometry".

The proponent of the Pythagorean theorem.

The sum of the squares on the legs of a right triangle is equal to the square on the hypotenuse.

It is a simple algorithm to identify all the prime numbers up to any value.

He is sometimes called as the "Father of Algebra".

It is an Old Indo-Aryan language or a written language in India.

It is a base-ten (decimal) system since place values increase by powers of ten.

Which of the following is Euler’s Identity, said to be one of the most beautiful equations in Mathematics?

Decibels are the unit of measurement for sound intensity. The decibel is named after which inventor?

She was the first to recognize that calculating machines had applications beyond pure calculation and is considered to be the first computer programmer.

Which branch of mathematics is the least likely to use technology?

Who is considered to be the patron saint of mathematicians?

The three name symbols borrowed by the Ionic Greek in Phoenician alphabet.

Most famous of group of people using Ciphered System

The value of 2 lines with 1 pebble and 4 pebbles below in Mayan Mathematics

The symbol 750 in Ionic Greek are ____ ?

Greek mathematics of the period following Alexander the Great is called ____ ?

Another term for base 60.

Bones found near the headwaters of the Nile river (North Eastern Congo) in prehistoric mathematics, is ___ ?

The Father of Geometry

The base system use by Hindu-Arabic Numeral.

Another name for the value of 90 in Ionic Greek

What is 500 in Ionic Greek

The writing system of Babylonian.

A Latin word which means 1000?

System of naming numbers

Which ancient Egyptian unit of measurement was set as the distance between the elbow and the tip of the middle finger?

Who deduced the heights of the pyramids from the lengths of their shadows and measured the distance to a ship from shore by the method of similar triangles?

Who collaborated with Alfred North Whitehead in writing "Principia Mathematica" and later won the 1950 Nobel prize for literature?

Who was a mathematician and writer?

What concept was developed by ancient Hindu mathematicians?

Ancient Greeks said a natural number is perfect if the sum of all its divisors except itself equals the number. Which number is perfect?

Who invented the syllogism as the keystone of his system of deductive logic?

The 360-degree circle and the 60-minute hour were developed by the

Who invented the binary system?

Who introduced Arabic Numbers to the Europeans?

Who wondered the question of "if you could turn the surface of a sphere into a cylinder, what would be the area covered"?

Which civilization was one of the earliest civilizations to use numbers and counting?

What object did the Egyptians use to represent the number "100,000"?

What object did the Egyptians use to represent the number "100"?

What object did the Egyptians use to represent the number "1"?

What year was the Ishango Bone found?

What was the first solid evidence of the existence of the number one?

During the stone age, what did people use to count the number of animals they hunt?

Where did the word “mathematics” come from?

(1 Point)

What is the predominant philosophical view regarding the nature of mathematics?

What kind of mathematical statement is always assumed to be true?

If a mathematical statement is not yet proven or disproven, it is called a _____.

What do you call a minor theorem that follows readily from a previously proven statement and is proved as an easy consequence of a major theorem?

In mathematics, what is the primary purpose of a proof?

Which ancient civilization developed a numeral system based on hieroglyphic symbols?

Which civilization was the first to discover "zero"?

Which civilization was the first to use multiplication tables, writing them on clay tablets?

Which Chinese mathematician is credited with the invention of the Chinese Remainder Theorem, which deals with solving systems of congruences?

Who is considered as the father of mathematics?

Who is believed to be the first mathematician?

Teaching geometry should start from polygons, then triangles, then special right triangles, then finally the Pythagorean theorem. This strategy is called the deductive method, which was invented by _____.

A Greek mathematician who is mostly remembered for his prime number sieve.

He is the third great Hellenistic mathematician who wrote a treatise about conics, which introduced the ellipse, parabola, and hyperbola as sections of a circular cone.

Which of the following is Eratosthenes’ contribution to the field of Mathematics?

He measured the length of the year as 365.2421986 days. He was also well known for inventing the method of solving cubic equations by intersecting a parabola with a circle.

What book did the Persian mathematician Al-Khwarizmi write, whose title became the origin of the term “algebra”?

He was a Renaissance- and Reformation-era mathematician and astronomer who formulated a model of the universe that placed the Sun rather than the Earth as the center of the universe.

What book, written by Leonardo of Pisa or Fibonacci, introduced the Hindu-Arabic number system to Europe?

Modern physics owes its beginning to him, who was the first astronomer to use a telescope.

His greatest mathematical work is the Ars Magna (methods of solution of the cubic and quartic equation).

His greatest contributions include the invention of dividing rods, which are used as multiplication tables.

Which mathematician, known as the father of analytical geometry, developed the Cartesian coordinate system, which laid the foundation for modern algebraic geometry during the medieval period?

He was a 16th century mathematician who was the first to define that the probability of an event is the quotient of the number of favorable outcomes over the number of all outcomes. Who was he?

Girolamo Cardano

Blaise Pascal

Richard Dedekind

Scipione del Ferro

He introduced the abbreviations of trigonometric ratios (sin, cos, tan) in his treatise on trigonometry.

There were two outstanding astronomers who contributed notably to mathematics in the early part of the 17th century: the German Johannes Kepler and the Italian _____.

If Gauss is regarded as the "Prince of Mathematics", who is considered to be the "King of Mathematics"?

He is mostly remembered for the formula "cos x + i sin x", which was important in the early development of the theory of complex numbers and for predicting his own death.

He has been described as the greatest “might-have-been” in the history of mathematics as he died at the age of 39.

A 10-year-old primary school boy was given a task by his teacher to add the numbers 1 to 100, which he solved in seconds. This boy grew up to be _____.

This century came to be known as the Age of Scientific Revolution, which saw an unprecedented explosion of mathematical and scientific ideas across Europe.

An 18th century Swiss Mathematician, he introduced the "Law of Large Numbers” in his book "The Art of Conjecture". In statistics, this implies that the larger the sample, the more likely will the sample become representative of the population. Who was he?

He was a French mathematician who introduced the word “pole” in projective geometry.

He is considered as the father of differential geometry, who introduced the concept of orthographic projection.

An 18th century mathematician who invented an analytical machine that can tabulate the values of any function and print the results.

He is known as the father of modern analysis. During the 19th century, he also devised tests for convergence and is attributed to the theory of periodic functions, Abelian functions and elliptic functions.

Who is the Russian-born mathematician that is considered as the founder of set theory and introduced the concept of infinite numbers with his discovery of cardinal numbers?

His main contribution to mathematics is the definition of real numbers.

She was the first to recognize that calculating machines had applications beyond pure calculation and is considered to be the first computer programmer.

The quote “logarithmic plots are a device of the devil” is attributed to him, who is known as the creator of the magnitude scale, which, until the development of the moment magnitude scale in 1979, quantified the strength of earthquakes.

He invented a method to determine the optimal values of a linear function subject to certain constraints. This method is known as linear programming. Who is he?

He finally proved Fermat’s Last Theorem for all numbers by proving the Taniyama-Shimara conjecture for semi-stable elliptic curves.

What award is considered to be the counterpart of the Nobel Prize for mathematics?