The Middle Ages The period of European history extending from about to — ce is traditionally known as the Middle Ages.

There had been discussions about issues related to probability but none had come up with a theory that could be used in the Mathematical field. The probability theory emerged in the mid seventeenth century with a Mathematician named Blaise Pascal Hald, Gambling in France was common during this period and people wanted to know how to make more money.

One man named Chevalier de Mere was interested in knowing the probability of winning more money depending on what he bet. He was a friend of the famous mathematician Pascal and posed the problem to him.

The first question that he asked was based on the number of throws required in order to get a certain result.

The second question required to know how to divide money between two gamblers if a game was interrupted before time. The emergence of the probability theory was as a result of consultations from Blaise Pascal and Pierre de Fermat.

The solutions that came up from these problems gave the first accurate documentation of expected value.

An example is Jacob Bernoulli who put the theory of probability into theoretical discourse Hald, There are many experts who have put this theory into practice and made it an important discovery.

This discovery is important to different fields that are important in the modern world. Some of these industries include insurance, genetics, quality control, and quantum mechanics among others.

Probability theories are applied into the practical study of these fields and incorporated in making formulas that are used in industries.

Probability has become one of the greatest parts of Mathematics. The Discovery of Natural Logarithms The 17th century was vibrant in mathematical discoveries made by renowned mathematicians.

Studies into new fields in mathematics had increased resulting in great discoveries, which have remained as the basis of mathematics. There was a constant need for a formula that would help in making accurate calculations especially with the discovery of the telescope.

John Napier, a man of Swiss nationality is credited with the discovery of logarithms. Logarithms simplified the work of astrologers largely because; they could now make accurate calculations.

John Napier published works that described the use of logarithms in and another book published after his death explained about the use of logarithm tables. In addition, another mathematician, Henry Briggs formulated the logarithm table, which simplified calculations.

The common or natural logarithms came from their combined effort in These were improvements or variations to the logarithms that Napier had discovered earlier. Another mathematician named Leonard Euler is credited for popularizing the use of letter e as the basis for natural logarithms.

The importance of this discovery is eminent as natural logarithms are used even today in basic mathematical calculations.

Natural logarithms are used in calculus, which is an integral part of mathematics. Natural logarithms are also used in other fields outside mathematics like finance and astrology.

The most modern use of this discovery is in making electronic computations, which may not have been possible without it.

Mathematical Happenings Essays |
Can math help keep our streets safer? A new study by a UCLA-led team of scholars and law enforcement officials suggests the answer is yes. |

Homework help problem solving multistep fractions top writers! |
To a certain point most of his influences can be attributed to other colleagues who worked by his side. Weber is best known for his text Lehrbuch der Algebra documented in and other contributions in number theory and algebra Kline,p. |

Mathematical Happenings Essays |
The goals and functions of these have recently received considerable attention, both because of the influence that such histories have had on the legitimacy and self-image of the disciplines and also because of the adaptability that they have shown when faced with the conceptual and methodological changes that they have undergone. With regard to these disciplines, there are, moreover, alternative approaches whose advantages and disadvantages are also the subject of debate: |

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More Essay Examples on Mathematics Rubric In April 22,Ludwig Otto Hessian, a Germany mathematician introduced the Hessian determinant which he published on a paper entitled cubic and quadratic curves. |

The accuracy with which calculations are done today is evidence of the importance of this discovery.Heinrich Weber was born in 5th May in Heidelberg, Germany.

His father was a historian by the name G Weber. In he joined the University of Heidelberg although, most of part time was spent studying in various universities (this was a common trend by most German students). Mathematical Happenings Egypt is one of the advanced civilizations in the ancient world.

If it was not for them and their advancements in mathematics, the world we live in now would be a very different place. the story of mathematics. This is not intended as a comprehensive and definitive guide to all of mathematics, but as an easy-to-use summary of the major mathematicians and the developments of mathematical thought over the centuries.

Essay's paper body The sexagesimal system is a base-sixty numeral system. It was developed by the ancient Sumerians and was quickly transmitted to the Babylonians.

A further goal of this essay is to provide a basis for comparing and contrasting arguments and claims in mathematical cognition with those found in language studies. Plato’s “Allegory of the Cave” Essay Plato’s “allegory of the cave” is a metaphor for human life and the effect of education on the human character and spirit.

While most of us are not familiar with the allegory of the cave, most of us have read or at least heard of .

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