Hypatia Research Paper

A woman of great knowledge was known as Hypatia. Born between 351-370b A.D. in Alexandria, Eygpt. Hypatia is known best for being a female Mathematician, astronomer, and philosopher. Hypatia is of the first female mathematicians to even be considered knowledgeable.

She soon became her father’s star pupil. Although it was a rarity for women to

Emilie was born into a rich lifestyle in Paris on December 17, 1706 and she was taught things that most women didn’t think of doing. She fought for the rights of women to have the right to talk to men about science and math ideas. Even though she lived in the 1700’s, Emilie was very dedicated to her knowledge of science although she was a famous scientist with many talents with many languages, her true love was math.

The hormone HGH is the largest and most highly manufactured hormone produced in the pituitary gland. Researchers have found that this growth hormone is vital to the growth and development of the human body. It is essential for cell repair and growth, muscle and other body tissue growth, brain function, and it even serves a function in the immune system. Many people do not realize its importance but it responsible for helping individuals to grow from a child to an adult. People whose body is deficient in the hormone have extensive development problems. Many of them must undergo hormone treatments to replenish the body with the essential hormone. HGH has gained popularity as a great treatment to enhance the body both mentally and physically.

Thales of Miletus was born into a privileged family he was the son of Examyes and Cleobuline. Although, we don’t know what exact date Thales was born. It is believed that he was born around 624BC in Asia Minor (present day Turkey) it was one of the most dominant cities when he was born. We also do not know what exact date Thales died on but it is believed it was around 574 BC believing he forecasted the solar eclipse. Though Asia Minor was powerful it was one of the academically declined than the its neighborhood countries. In Egypt and Babylon math was used in astronomy, trade, and for the construction purposes. Growing up Thales of Miletus was a merchant, with that line of work he would use mathematics. Which is believed to be the reason

Are you interested in making an outdoor planter by using hypertufa? Hypertufa is a product made from various types of organic material and cement. The result is a durable material that is similar to concrete and is perfect for a lot of garden projects. You can even make a draped hypertufa planter to add to your garden.

Marie Sklodowska, was born in Warsaw in 1867. Her family put a put a lot on importance of education. Both of her parents were teachers gained a lot of her knowledge in physics and chemistry from her father. Though Marie had a passion for learning, there weren’t many options for women in Poland. Her goal was to be able to study at Sorbonne in Paris, however, due to financial issues she couldn’t. By age 24 she had raised enough money to go to Paris, so she packed her bags and went to live with her sister, Bronya. Despite it being six years since working on her studies, she was determined. She knew that Sorbonne could offer her more opportunities, so she overcame the difficulties. Marie studied math and physics from France’s best known mathematicians

Throughout my research of mathematicians, I realized that some mathematicians had different backgrounds and were from different time periods. The first mathematician, I will discuss goes by the name of Rene Descartes. First and foremost, according to the eBook, The 100 Most Influential Philosophers of All Time, Descartes came into this world in La Haye, Touraine, France on March 31, 1596. At the age of one his mother died and afterwards his father remarried leaving Descartes in La Haye to be raised by his maternal grandmother and then by his great uncle. During 1606 he got sent off to a Jesuit college. Soon after during 1614 Descartes went to Poitiers, where he pursued a law degree.

Maria Agnesi, the daughter and the eldest of 23 children of Pietro Agnesi was born in Italy on May 16, 1718, and died in 1799. She was born in a wealthy family so her father could afford the best of tutors for his daughter. Her field of study in mathematics was in Calculus (Riddle, n.d.). She was known as a child prodigy and by the age of nine, she could speak several languages. Higher education was not available for women so at the age of nine, she wrote a book defending women’s rights to be educated with the help of her tutor (Edelman, n.d.). She wanted to join a convent but her father would not let her. Her most famous contribution to mathematics was a book she wrote at the age of 20 called Analytical Institution. This book focused on

Her father’s library enabled her to educate herself and teach herself. At the age 13, she read a book called the Legend of Archimedes Death. Archimedes was speared to death because of his love for math.Archimedes became her hero, and she became interested in the subject math. After that she taught herself Latin and Greek, and started to read about Newton and Euler despite

Maria Gaetana Agnesi was born on May 16, 1718 in Milan, Habsburg Empire, known today as Italy. She was Italian mathematician and a philosopher. Agnesi was born into a wealthy family, her father was a professor for the University of Bologna. Her father mainly encouraged her in her studies and provided the best tutors. At the age of five, she could speak Italian and French. A couple years later she learned Latin, Greek, Hebrew, Spanish, and German. And by fourteen she was already learning geometry and ballistics. According to an Encyclopedia article, her own father liked to show off her knowledge by organizing a gathering, “by establishing in his home a cultural salon where she could present theses on a variety of subjects and then defend them in academic disputations with leading scholars (Kramer, n.d.)”.

Hoxha was the most powerful leader in modern Albania, occupying at times the posts of prime minister, minister of defense, and commander in chief of the armed forces, while continuing to serve as first secretary of the ACP. He was head of state from 1944 until 1985. His main rival in the initial period of his rule was the minister of internal affairs and head of the dreaded secret police, Koçi Xoxe. Xoxe was close to the Yugoslavs and was arrested in 1948 as a Titoist following Albania's break with Yugoslavia. The next most influential political figure was Mehmet Shehu, who became prime minister when Hoxha relinquished this post in July

Hypatia’s most well-known improvements to science and astronomy include her re-inventing of the hydrometer and charting of the stars. In mathematics, she is most notable for her contributions to working on different conic sections.Simply by dividing cones in different ways on a plane, she was able to develop the idea of different graphs and shapes such as parabolas, ellipses, and hyperbolas. Her understanding of the conic sections lead her to be one of the key contributors to the invention of the astrolabe as well (Morrow 1998). Christianity became extremely popular in Alexandria during the time when Hypatia lived there along with many riots breaking out. She was a pagan and known for defending science against any form of religion. She was mercilessly killed by an angry mob who accused her of religious turmoil. Although she died a horrible death of being stripped of her skin and limbs, her legacy lived and still lives. Mathematics was thriving in Athens, so that is where her students eagerly fled to. Although, many of her works that were stored in the library of Alexandria were destroyed by an Arab invasion. Hypatia is an important symbol for many generations and will always be considered to be the first woman in mathematics.

Although Marie Curie was not the first woman to excel in science or mathematics, she can be considered the first major woman scientist to receive full credit for her scientific work. Considering her Nobel prizes alone, she is ranked at the top of the scientists of the modern period. Despite this, somehow Marie Curie’s popular images, as well as those embedded in some of the scholarly literature, suggest important, but rather modest contributions to society (Pycior, 301). Marie Curie was born Maria Salomea Sklodowska on November 7, 1867, in Poland into a family that was liberal-minded and committed to learning. Both her parents worked in a school setting, until her farther was forced to resign for political reasons when Marie was young, and her father converted the family’s home into a boarding school. The school Marie attended was important for young Marie, because the education of women was prohibited under the oppressive Russian occupation. Her sister and mother died when she was in her adolescence, but all of her other family members stayed deeply committed to education, and the exceptionally gifted Marie graduate from high school for girls who had the highest honors only to encounter a nearly insurmountable obstacle: In Poland, advanced studies were not available for women. Although a school in France called Sorbonne, accepted women to study at the school. Marie Curie struggled with preparation in her classes and it was difficult for her because she didn’t know French

Hypatia was born in 370 in Alexandria, Egypt. Hypatia was known as a mathematician, scientist, and philosopher. She was credited with the invention of the astrolabe, a device used in studying astronomy. However, she was better known for her work in mathematics, primarily for her ideas on conic sections. Her concepts developed ideas on hyperbolas, parabolas, and ellipses. Hypatia was the first woman to have such a profound impact on the survival of early thought in mathematics (Scott). Maria Gaetana Agnesi was born in Milan on May 16, 1718. By the age of twenty, she began working on her most important work, Analytical Institutions, dealing with differential and integral calculus. Analytical Institutions also deals with the analysis of finite quantities, problems of maxima, minima, tangents, inflection points, the analysis of infinitely small quantities, and differential quantities. She is also known for the curve called the "Witch of Agnesi," which states that the x-axis is always horizontal and that the y-axis is always vertical (Scott). Maria Gaetana Agnesi