Mathematics education

READING The Basic Reading Skills composite measures EE107’s ability to read a list of words and correctly pronounce nonsense words. EE107’s standard score of 75 falls in the low range at the 5th percentile, indicating that she performed at or 5 percent of her peers. Based on EE107’s performance on this composite, it appears that she will benefit from explicit instruction on word recognition skills and phonics skills. Reading Fluency refers to the ability to read quickly and accurately. It is…

In order to construct the interdependent modular networks, first, two isolated networks labeled A and B was generated and both A and B are small-world modular networks[3, 46], where each modular has the Watts-Strogatz(WS) networks structure[5]. Without loss of generality, the two networks are designed with the same number of nodes NA=NB=N. Then, we coupled the two isolated networks with a certain preferences. Watts and Strogatz in their seminal paper discovered that many real-world networks are…

ABSTRACT Based on studies access to healthcare services and long waiting time, is one of the main issues in OECD countries including Canada and United States. Healthcare organizations can’t increase their limited resources nor treat all patients simultaneously. Then, patients’ access to these services should be prioritized in a way that best use the scarce resources. Some challenging aspects in patients’ prioritization problem are; considering multiple conflicting criteria, incomplete and…

personalities in the history of science , He was a very peculiar innovator. He invented the Cardan shaft, pillows to reduce allergic reactions (very new in those days) and the combination lock. And he is the best known for the contributions to mathematics, solving the mathematical fourth order equations problem so in 2000 he was found the company with the wish to innovate the financial world, based on the notion of creating robust solutions in the areas of investment and risk management.…

The enlightenment involve a lot of important people. All these important people help discover a lot about the world. Also almost help figure out how the world might of been made or who. Also religion was a good amount of the thinkers to. But another good amount was about the government and having natural rights . The first thinker was a french philosopher Mr.Rene Descarte. So because of him today we do math and science. Well more of a big part of math. He was also a scientist who revoltioized…

Pythagorus of Samos is sometimes called the first pure mathematician. He is one of the most important figures in the development of mathematics, yet there is not a lot known about his accomplishments. This is due to his creation of a society based on religion, science, and secrecy. There are no works of his writing in which we can find out more about this illustratious figure. Most of what we know about Pythagorus’s early years were written by authors who thought of him as a God, so some…

While he was at Nurnberg, Leibniz came into contact with one of the most well-known German statesmen of that time. His name was Johann Christian, Freiherr von Boyneburg. Boyneburg gave Leibniz a job as an assistant. Leibniz wanted to gather together all human knowledge and so he published plenty of books containing valuable information. He wanted to go to Paris so he could meet more scientist to help him learn. Boyneburg allowed him to go to Paris in 1672. Boyneburg also died in that same year,…

The ancient Greeks have shaped the modern world and established the building blocks for Western Civilization. Due to the conquest of Alexander the Great and the later adoption of certain cultural attributes into Roman life, Classical Greek architecture and philosophy still permeates within the modern world. Even the three orders of ancient Greek column design (Doric, Ionic, and Corinthian) can be seen on government buildings and private residences throughout the United States and the nations…

Research shows that Hypatia of Alexandria was one of the first women to make substantial contribution to the development of mathematics. She lived in the great center of ancient learning; Alexandria, Egypt, in the 4th century A.D. While it t is assumed that she studied mathematics under her father, Thon of Alexandria; it is known that she was the head of the Platonist school in Alexandria around 400 A.D. Hypatia contributed in many ways to math; it is said that she edited the work on “The Conics…

geometrical, some algebraic, some involving advanced differential equations, etc. proofs now exist, some geometrical, some algebraic, some involving advanced differential equations. Pythagoreans were interested in philosophy, but especially in music and mathematics, two ways of making order out of chaos.…