Yes, math was taught in the Middle Ages in Europe, primarily in universities and monasteries. The focus of mathematical study was primarily on geometry and arithmetic.

## Complete answer

Mathematics was indeed taught in the Middle Ages in Europe, with the focus being mainly on geometry and arithmetic. It was primarily taught in universities and monasteries, with many scholars dedicating their entire lives to the study of these subjects.

The most famous mathematician from the Middle Ages was Leonardo Pisano, also known as Fibonacci. He introduced the Indian numeral system to the Western world and is credited with popularizing the use of Arabic numerals in Europe. His book Liber Abaci, which was published in 1202, was one of the most important works of the time and is still studied today.

Other notable mathematicians from the Middle Ages include Gerbert of Aurillac, who later became Pope Sylvester II, and John Duns Scotus, who made significant contributions to the study of logic.

One interesting fact about math education in the Middle Ages is that textbooks were extremely rare, and most mathematical knowledge was transmitted orally. Monks and scholars would gather in libraries and share their knowledge with each other, using diagrams and calculations on slate or wax tablets.

Another interesting fact is that mathematics was often taught alongside music and astronomy, as these subjects were all believed to be interconnected and interdependent.

To give a more comprehensive overview of the development of mathematics in the Middle Ages, the following table provides a timeline of some of the most significant events and figures in the field:

Year | Event/Figure |
---|---|

484 | Boethius publishes The Consolation of Philosophy, which includes mathematical content. |

589 | The first mathematical school is established in Egypt. |

800 | Gerbert of Aurillac studies mathematics in Spain and introduces Arabic numerals to Europe. |

1065 | The first recorded teaching of mathematics in England takes place at the Abbey of Bury St. Edmunds. |

1175 | Leonardo Pisano (Fibonacci) is born. |

1202 | Fibonacci publishes Liber Abaci, which introduces Indian numerals to Europe. |

1240 | The University of Paris establishes a mathematics curriculum. |

1260 | Thomas Aquinas studies mathematics and logic at the University of Paris. |

1321 | William of Ockham publishes his razor, a principle of parsimony that is still used in scientific inquiry. |

1327 | John Duns Scotus dies, having made significant contributions to the study of logic. |

In conclusion, mathematics was indeed taught in the Middle Ages in Europe, with the focus being mainly on geometry and arithmetic. Despite the lack of textbooks and modern technology, many scholars dedicated their lives to the study of mathematics and made significant contributions to the field. Today, their work is still studied and appreciated by mathematicians and scholars around the world.

## Some additional responses to your inquiry

By far the most advanced mathematics teaching during the Middle Ages was that done by the trade guilds. This was an apprenticeship of seven years to a master of a trade who then taught you all that he thought you should know.

Medieval people did math using the Roman numeral system and an abacus based on Greek and Roman models. However, over the course of the 13th century, they developed new methods and tools that surpassed the ancient learning. They adopted the Hindu-Arabic numerals, the decimal system, and the algebraic notation, and solved problems in geometry, trigonometry, and astronomy.

All trade and calculation was made using the clumsy and inefficient Roman numeral system, and with an abacus based on Greek and Roman models.

At the beginning of that century, mathematicians looked back on ancient learning as something they could barely hope to emulate. By the end of it, they had far outstripped Classical achievements in both methods and results, and had developed their own tools and language, recognisably similar to those we use today.

## Response via video

This video discusses the debate between those who believe that mathematics is discovered, and those who believe that it is invented. The video provides examples of how mathematics has been used to solve problems in the real world.

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Also asked, **Did they do math in the Middle Ages?**

Medieval mathematics (**roughly 1100–1500)**

There are texts that are recognisably devoted to arithmetic, geometry, or occasionally algebra, but most of the writings that were later described as ‘mathematical’ were concerned with astrology and astronomy (the distinction between the two was often blurred).

Consequently, **When did math start being taught?** The study of mathematics as a "demonstrative discipline" began in the **6th century BC** with the Pythagoreans, who coined the term "mathematics" from the ancient Greek μάθημα (mathema), meaning "subject of instruction".

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**What was taught in the Middle Ages?** Response to this: Just like today they learned **math and grammar (or, the study of language) as well as music, art, and science**. And, they played sports like archery, hammer-throwing, horseshoes, and wrestling. Unlike today, most subjects centered around theology (or, the study of religion).

Beside above, **Was algebra invented in the Middle Ages?**

The response is: Algebra was developed by Islamic people, as was algebraic geometry, from its rudimentary beginnings in Greece. These developments, and others, made it possible for Medieval mathematicians to do easily what Roman mathematicians had not dreamed of, and engineering developed as a result.

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Additionally, **How did mathematics develop in the Middle Ages?**

The answer is: Many Greek and Arabic texts on mathematics were translated into Latin from the 12th century onward, leading to further development of mathematics in Medieval Europe. From ancient times through the Middle Ages, periods of mathematical discovery were often followed by centuries of stagnation.

**What languages were used in medieval mathematics?**

Medieval Mathematics1 century was written in Arabic, the Europeans learned Arabic. By theend of the 12thcentury the best mathematics was done in Christian Italy.During this century there was a spateoftranslationsofArabicworksto Latin. Later there were other translations. Arabic→SpanishArabic→Hebrew (→Latin)Greek→Latin. Example.

**Why did ancient Romans study mathematics?** As an answer to this: Ancient Romans such as Cicero (106–43 BC), an influential Roman statesman who studied mathematics in Greece, believed that Roman surveyors and calculators were far more interested in applied mathematics than the theoretical mathematics and geometry that were prized by the Greeks.

Also question is, **Why did mathematics become a specialized area of study?** As in most areas of study, the **explosion of knowledge** in the scientific age has led to specialization: by the end of the century there were hundreds of specialized areas in mathematics and the Mathematics Subject Classification was dozens of pages long.

**How did mathematics develop in the Middle Ages?**

The reply will be: **Many Greek and Arabic texts on mathematics were translated into Latin** from the 12th century onward, leading to further development of mathematics in Medieval Europe. From ancient times through the Middle Ages, periods of mathematical discovery were often followed by centuries of stagnation.

**What languages were used in medieval mathematics?**

As an answer to this: Medieval Mathematics1 century was written in Arabic, the Europeans learned Arabic. By theend of the 12thcentury the best mathematics was done in Christian Italy.During this century there was a spateoftranslationsofArabicworksto Latin. Later there were other translations. Arabic→SpanishArabic→Hebrew (→Latin)Greek→Latin. Example.

Just so, **Why did ancient Romans study mathematics?**

Ancient Romans such as Cicero (106–43 BC), an influential Roman statesman who studied mathematics in Greece, believed that Roman surveyors and calculators were far more interested in applied mathematics than the theoretical mathematics and geometry that were prized by the Greeks.

Accordingly, **Why did mathematics become a specialized area of study?** As an answer to this: As in most areas of study, the explosion of knowledge in the scientific age has led to specialization: by the end of the century there were hundreds of specialized areas in mathematics and the Mathematics Subject Classification was dozens of pages long.