Mathematics College Essays Samples For Students

The book Big Math Activities for Young Children: For Preschool, Kindergarten and Primary Children reveal the manner in which young children are taught basic arithmetic’s using the readily available materials. The book expresses various concepts that include addition, and subtraction among others. Thus, the book guides children in developing mathematical reasoning using reasonable mathematic language, and thereby making them to enjoy learning mathematics. The young scholar are thus encouraged to take mathematics as a critical subjects because most careers require one to perform well in mathematics.

Questions from the book

- The children are required to carry out simple ...

Galileo Galilei often known, as Galileo was a very famous scholar and an Italian scientist who pioneered astronomy and modern physics. He was born in Pisa, Italy on 15 February 1564 and spent valuable time of his life by providing the services as professor of mathematics. He was the sixth child of Giulia Ammannati and well known and famous musician of his time Vincenzo Galilei. Spending very early years of his life in Italy, Galileo shifted along with his family in the year 1574 in Florence and there began his proper education at the Camaldolese Monastery in Vallombrosa (Sis, 2000). ...

The paper is going to explain about the considerations factored in Marie’s Individualized Education Program (IEP) plan. In order to attain this, it will justify the composition of the respective team members in developing the program. It will highlight the problems faced during the development of the package. In addition, the writing will give the rationale behind the identified goals, objectives/benchmarks used. Lastly, the script will identify the contribution that the project gives in my professional development in relation to the core values such as social justice, integrity, equity, excellence, collaboration and/or community.

The IEP plan is for ...

What are Locke's arguments against the Rationalist notion of innate ideas? Do you find his arguments convincing? Why or why not?

According to Rationalist philosophers reason is the source of knowledge. Hence knowledge holds more importance over experience. The Rationalists argue that we are born with some innate ideas including the belief of God, mathematics, the concept of time, casualty and other such principles which help us understand the essence of the world. Unlike empiricists, the Rationalists don't believe in the concept of mind being 'a blank state' at birth. They postulate that not all our knowledge derive from experience (Markier, 2013).
Famous philosopher of early historic times Plato was an idealistic and rationalistic. He was of the ...

1. The authors perform this study in order to determine exactly by what means do nurses calculate which drug doses need to be allocated to patients on a ward.
2. The authors believe that it is possible to combine knowledge-fragment analysis and cultural practice in order to provide a more comprehensive means of education. They claim that, contrary to what is claimed in nursing practice, experienced nurses calculate doses through several proportional-reasoning strategies to provide more accurate dosages.
3. Evidence includes the actual behavior of the nurses in the field, as compared to their reports and explanations to other ...

Is being educated in all subjects necessary in every profession?

"You have to learn, young man. Philosophy. Theology. Literature. Poetry. Drama. History. Archeology. Anthropology. Mythology. Music. These are your tools as much as brush and pigment. You cannot be an artist until you are civilized. You cannot be civilized until you learn. To be civilized is to know where you belong in the continuum of your art and your world. To surmount the past, you must know the past." This particular statement by Mark Rothko to a budding artist from the play “Red” by John Logan notes that to be civilized, one must understand a variety of disciplines before he can ...

Introduction

In this paper we will discuss what have we learned in mathematical statistics.
Mathematical statistics is a branch of mathematics, which is developing methods for recording, describing and analyzing the data of observations and experiments in order to construct probabilistic models of random mass phenomena. Depending on the mathematical nature of the concrete results of observations divided by the mathematical statistics Statistics numbers, multivariate statistical analysis, the functions (processes) and time series, Statistics non-numeric objects of nature.
There are three parts of mathematical statistics: descriptive statistics, estimation theory and the theory of testing hypotheses. Descriptive statistics is the ...

- Why teaching math and Science is important in the early years?
Science and mathematics are very important for children at early ages because it offers them the basic foundation on which future learning and understanding is built one. Therefore, the children need to be exposed to basic principles of both mathematics and science especially in the children’s day to day activities. The learning can be specifically integrated into the play activities of the children.
- What is the continuum of cognitive development and how does it relate to learning math and science?
The brain ...

My Little Pony is a story as told by Christine Alvarado. It depicts the journey walked by a small girl. This journey saw her develop a system of braiding that turned out mathematical, something that made her love mathematics in the long run. She learned mathematical concepts that lay a strong foundation in her, and it is all thanks to these concepts that she devised her ways of playing with the numbers that aided her learn subdivisions and recursion. This exercise split over to everything including while on the dinner table while eating her cauliflower. She never gave up, and that is how she ...

Mathematical Modeling

In an analysis of the economic condition of both enterprises and the larger subject of the national economy applies dismemberment problem or situation into smaller questions. This allows the procedure to the study of the logic which is a simulation. In particular, this method is applicable to the social processes that, among others, form the socio- economic system. Thus, we are able to understand the factors that determine the social conscience and the state of the productive forces, the institutional framework of the society. Modeling of social processes is an important part of mathematical methods in economics that highlight the ...

Before the onset of the seventeenth century, the Middle East had dominated in the area of mathematical ideas. Many philosophers and scientists came up with compelling ideas in mathematics and proved many formulas in mathematics from the Middle East. Essentially, there were distinct factors that influenced scholars and philosophers from this region to be competent in mathematics and other scientific inventions as they were. However, in the onset of the seventeenth century, Europe replaced the Middle East, which had been vastly associated with mathematical discoveries. Europe thus became the new engine house of mathematical ideas from the seventeenth century . ...

In this essay we will discuss the significant impact of Karl Theodor Wilhelm Weierstrass on mathematics.

Karl Theodor Wilhelm Weierstrass was born October 31, 1815 in the small German town Ostenfeld, in Westphalia. His father, Wilhelm Weierstrass, was an officer, the secretary of the mayor. In those days it was a very prestigious position.
Charles was 11 years old when his mother died, Theodore Fonderforst. In his family, he was a senior, still had a brother, Peter, and two sisters, Clara and Eliza. Wilhelm Weierstrass was an educated man. It is known that in his youth he worked as a teacher, but as the salary of a teacher in Germany was very low, he decided to change his profession ...

Multiple intelligences theory is the ability of one to be smart in different fields of study. According to this theory, people have the ability to look at the world through logical mathematical analysis, spatial representation, and musical thinking that enables us to make thing or solve problems. Where people differ in is the magnitude of this intelligence and in the manners in which the intelligences are combined and evoked to handle a certain task and solve problems. It is this difference that challenges the educational system, which tends to assume that everyone can handle the same material in same manner. ...

The Mayan apocalyptic predictions of 2012 have long since passed, and civilization has essentially moved on from its portents of doom and gloom. However, with Gregg Braden’s Fractal Time: The Secret of 2012 and a New World Age, elements of self-help spiritualism and pseudo-math are combined to create a work of New Age spiritualism that, while certainly illuminating to the converted, will not successfully convince those looking for philosophies to the universe that require greater rigor. Looking at the book through an air of skepticism, Fractal Time fails to convince, poorly using its own research and loosely connecting information together ...

- The difference between the Simpson’s 1/3rd and 3/8th Rules is that the former has been derived using quadratic, while the latter has been derived using cubic interpolation (Trapezoidal Rule uses linear interpolation). I hope you are familiar with the concept of interpolation. If not, this is a brief outline:
You can sketch a random function using some finite points alone. For instance take the function x + 5. Now, to represent this equation on a graph, you need to ideally plot infinite points by varying the value of x. However, interpolation lets you approximate the full graph using just a few ...

Instructional leader

Abstract
This essay will discuss tools, which will assist the educational leader in promoting the learning outcome and assessment of students by guiding, encouraging, motivating and supporting the school culture and offering instructional programs in the area of mathematics, which are conducive to student learning and the professional growth of staff members. Mathematical tools are measured and structured to assist teachers who can examine distinct or various approaches to improve the mathematics performance of students in middle school. Students that are in elementary grades 3 through 9 accept the challenge and the desire to succeed. According to research, ...

One theory in evolution that has consistently been in sync with observations is that of ‘survival of the fittest’. This is the base for explaining the behavior of all species and their struggle for existence. Since the beginning of time, a balance has always been maintained in the eco-biological system to ensure sustenance and evolution. That there are carnivores and herbivores – predators and preys – show the existence and importance of a natural system for maintaining balance.
Any mechanism can be modeled and analyzed mathematically. The predator-prey interaction is an evolving mathematical problem that has been explained using various theories, the ...

“Many often wonder why math is important? Often, the mere fact that this discipline is in the compulsory program of schools and universities, puts people in bewilderment. This confusion is reflected in the following: Like, why am I, a man whose future (or current) profession is not connected with the conduct of the calculations and the application of mathematical methods to know math?” (Ramana, 2007)
Mathematics is a fundamental science, the methods of which are actively used in many natural disciplines, such as physics, chemistry and even biology.
“By itself, this area of knowledge operates abstract relations and relationships, ...

The concept of statistics was first published in 1979. The statistical analysis is used in the fields like biology, business studies, economics, geography, mathematics, the science and the social science. The statistics are the information for the numerical representation. The statistics are the branch of applied mathematics. Statistics collects and intercepts data; the result will be the outcome of the probability theory. Statistics give the much more understanding of the meaning of the data, say for example if the 20% of the population is affected by the diseases statistics help to find out whether this it is a high amount ...

Intro to Psychology Research – Statistics Paper

Introduction
In this paper we have to analyze students’ performance in completing two kinds of mathematical problems: addiction problems and subtraction problems. 100 math problems were given for 36 students, and their performance was tested in two different ways. The first way was to complete math tasks in an organized fashion to minimize task switching (Task A). The second way was in a disorganized fashion (Task B) – it requires a task switch for every problem attempted.

- Would you finish the test faster if you completed all of the addition problems first and all of the subtraction problems second?
...

- Introduction
Alain Badiou is a French philosopher, born in 1937 to a war-ravaged France. Throughout the years, he has written a number of important texts; the two most important of these texts were Being and Event and Logics of Worlds. As philosophical texts, they caused a great deal of noise and discussion in the philosophical community.
Badiou has addressed a number of important philosophical concepts in these texts, including the concepts of truth and being-- the latter of which became the subject of one of his most important texts, Being and Event. To discuss his views on these subjects, Badiou often ...

M.C. Escher
One great artist that has embodied art, mathematics, and the mystical is Maurits Cornelis Escher. He lived from 1898 to 1972. He was a graphic artist who revolutionized a new kind of art form that tickled the imagination of people. He has created around 2,000 drawings, and around 448 lithographs and wood art (M.C. Escher Foundation). He went to the School for Architecture and Decorative Arts in Haarlem, Netherlands to study architecture. However, an instructor of his convinced him to focus on graphical art instead of architecture upon seeing samples of his graphic art. Particularly, what inspired ...

Psychological studies have been carried out to assess the ability of an individual to percept numerical values. Evidence shows that some numbers can only be available for adult perception however there are certain numerical concepts which could be observed by infants, adults and animal species. The article “Core systems of number” by L. Feigenson et al. (2004) reviews certain neuropsychological and behavioral findings that these perception abilities are based on two core systems of number representation which we will discuss further in detail.
As was put by Roger Bacon (c. 1219–1294) “The knowledge of mathematical things is ...

Mid-Term

Cope
Bloom’s Taxonomy in Mathematics Teaching
Bloom’s and Anderson’s Taxonomy
This paper discusses a brief history and background of the original Bloom’s taxonomy established in 1956 and the revised Bloom’s taxonomy by Anderson et al. in 2002. It attempts to explore how the taxonomy of learning in the cognitive domain is applied in a specific teaching field such as Mathematics.
In 1956, Benjamin Bloom headed a committee of educators to establish a systematic hierarchy in classifying educational objectives. They published their findings in a book, Taxonomy of Educational Objectives: The Classification of Educational Goals (Bloom ...

Careers that involve the application of mathematics, science and engineering skills contribute majorly to the economy. Despite the fact that women have made progress in their education in the past 50 years, the disciplines that involve mathematics, science and engineering courses are still dominated by men. This has been attributed to several factors, like the social and environmental barriers. The negative attitude that women have towards these subjects is the primary reason they chose to study other disciplines. The attitudes are mainly shaped by the societal norms, the legal system, and the professional practice that the women get.
...

Ada Lovelace – biography

Introduction
Ada Lovelace was a well-known mathematician come computer programmer born on December 10th, 1815. She was the daughter of the romantic poet, Lord George Gordon Brown and Lady Anne Isabella Milbanke Byron. The marriage of her parents did not last as they were separated when Ada was born. Ada’s father left England forever and never returned. He died in Greece when Ada was eight years old. She was left to the upbringing of her mother in an unusual manner. Unusual because her mother insisted that she was to be taught Mathematics and Science alone. Her mother insisted ...

The epigraph mentioned in the question has been taken from the journal The Medieval Church Encounters the Classical Tradition. This blame on medieval ages is most often credited to the Christian Churches for throwing away the minute sparks of science and other creative activities.
However, the conformation of the scholars to this fact has proved to be a major hindrance to the real understanding of the medieval ages. It cannot be denied that the middle ages were the times of political and social turmoil and saw a steep decline in the fields of learning and literacy. But, it is the ...

Response 1

It is evident that the current education system is mainly designed to fail some students as others proceed. From the above premise, therefore, the system mainly focuses on elimination but not in the inculcation of ideologies that are applicable in a real world problem. My experience is the same as that of the author since after going through the system there are still many life issues that have no direct link to what I learned in the school. However, it is worth noting that not all what I learnt in school is useless. The degree of applicability varies. For example, ...

Euclidean geometry is an important sub-discipline of mathematics, as it covers all scopes encompassing distance and theories justified by accurate calculations. Taxicab geometry has become an important sub-discipline of geometry as it applies an extensive and an analytic approach of determining distance between two different points. Many elements of mathematics are present in computer science, such as the principles of basic operations, and selection of numbers – which are present in technologies that made an influence in every facet of human life. In the simple program compiled, a user could choose from the three following options: (1) to begin a game involving ...

(Author)

Philosophy

The Renaissance period found a good deal of interest in the physical world (Weckowicz 53). In 1510, Leonardo da Vinci developed several theories on the nature of the universe. In 1528, Jean Fernal, the French physician, calculated the size of the Earth. Nicolas Copernicus, a highly qualified Pole, observed motions of heavenly bodies, though he was not a practical astronomer. He found that heliocentric theory was more practical; Earth is actually rotating in an orbit around the sun. He retained many concepts of older theories such as spherical and finite universe, and perfectly circular shape of heavenly bodies. His heliocentric theory ...

Quantitative analysis is an analytical technique that helps a researcher to understand behaviors, situations or events using statistical or mathematical models. The technique can be used to measure performances, conduct evaluations, measure constituents of substances and predict outcomes in real life events. My competency in quantitative analysis has equipped me with skills to interpret mathematical models like schematics, graphs, tables and formulas to make accurate inferences from them. It has also equipped me with skills needed to check and estimate mathematical answers to enable me select optimal results, identify alternatives and establish the reasonableness of answers. I am also able ...

1.0 Introduction
Many sports played across the world that involves throwing, hitting and kicking are done so using a ball. However, many parameters such as humidity, materials of manufacture of the ball, size of the ball, etc. control the movement of the ball in air. Research on golf balls and tennis balls reveal their aerodynamic properties and the various parameters affecting their flight. The effect of seams on a baseball on the flight has been evaluated along with the relationship between rotation and lateral forces (Watts & Sawyer 1987). Similar studies have also been conducted on cricket balls, rugby balls, volleyballs ...

Application of Logarithmic and Exponential Functions

Application of Logarithmic and Exponential Functions
Logarithms and exponential equations form part of our everyday life. They are mathematical concepts applied in solving a wide range of problems in the society. Usually the two go hand in hand complimenting each other where a function containing a logarithmic notation definitely comprises of an exponential.
In scientific and engineering disciplines, these functions are used to speed up decision making by solving problems faster. They also provide a very short way of representing complex abstract concepts in mathematical axioms. Three of the most common areas that employ this functions include calculation of interest earned ...

Google Docs and Microsoft Word are both word processors which allow a user to create and edit documents. Microsoft word are used offline although it could be saved and deliver online while Google Docs is always online. There are features that are both supported by these word processors which are similar and also distinct to each other. First is the revision history and automatic saving or auto-save feature. In Microsoft Word, the user can enable AutoRecover and AutoSave in order to automatically save the created and edited file for every few minutes. If a problem occurs such as power outage and ...

Biography of Archimedes

Archimedes was born in 287 BC in Syracuse on the island of Sicily. His father Phidias, was astronomer and mathematician; He provided him education in sciences. Archimedes had his studies in Alexandria. Archimedes met the famous astronomer Conon, the astronomer and mathematician Eratosthenes, with whom he maintained in the future scientific correspondence. He worked in a library where he studied Democritus, Eudoxus and other scientists.
Archimedes later published several works in mathematics. His work consists of providing the areas of figures bounded by the curves and volumes of bodies bounded by arbitrary planes. He is the one of the ...

Filippo Brunelleschi was an essential contributor to the 15th-century architecture scene. He was an architectural genius credited for some of the greatest architectural pieces in 15th century Florentine. Filippo was the first architect to apply mathematics in the construction of his buildings. His application of mathematics in his constructions, such as the Church of San Spirito was an indication that he was an expert engineer. Filippo’s architectural pieces were distinct from the other architectural pieces of the time. The reason behind this is that he applied mathematical perspectives to transform the then common gothic and Romanesque spaces to ...

What is a Logic Meaning?

Aristotle defined logic as an instrument that gives us means of knowing anything. He believed that logic is the first step in learning because it is a tool that triggered all kinds of knowledge. It helps one to know when judgment needs proof as well as prove the validity of that proof. He suggested some formal rules for right reasoning which were embraced by other philosophers.
The foundation for Aristotle’s work in logic was provided by two works; on interpretation and categories. Categories form boundaries for terms and possible distinctions. His very important work in logic, the syllogism, ...

Question 2: Why is useful to think of 'Sciences' in the plural rather than of 'Science' as a singular enterprise?

Since the beginning of scientific inventions, a number of new scientific disciplines have emerged. These include disciplines like systems ecology. With an emergence of such disciplines, researchers have overwhelmingly been faced with highly complex issues that tend to defy the generalization of science as a single discipline (Ede and Cormack, 19). According to historical documentary analysis, science is a discipline that became diversified into different approaches since the beginning of 1950s. In many schools today, there are a number of departments where scholars deal with a specified branch of science. In addition, there has also been an emergence of a number of organizations and journals ...

Introduction

Cryptography is a mathematical technique for encrypting and decrypting data. Cryptography enables one to store and transmit sensitive information across public insecure networks so that no one else can access the information apart from the authorized persons, i.e., the sender and the intended recipient (Martin, 2012). Cryptography uses a cryptographic algorithm. A cryptographic algorithm is a mathematical function used during the encryption and decryption process. The algorithm works together with a key to transform plaintext into encrypted text. The security of encrypted information depends on two things: the secrecy of the key used and the strength of the cryptographic algorithm employed (Stallings, 2013).

Question 1

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Introducing the concept of surface area to students in grade five and grade six requires slightly different approaches based on their current mathematics skills.
Introducing the concept of surface area to students with grade four mathematics skills will require that a revisit of finding the area of a square be revisited. In addition, boxes and block shapes need to be incorporated into the learning exercise to familiarize them with the idea of three dimensional objects. After each student can visualize a three dimensional object, the focus will shift to cubes.
The skills grade five students need to have to solve a ...

"These opinions have just been stirred up like a dream, but if he were repeatedly asked about these same things in various ways, you know that in the end his knowledge about these things would be as accurate as anyone's"
Socrates and Meno are discussing about common knowledge. This kind of knowledge is the same for people who share common experience. This inference, for a macro-perspective, implies that a common knowledge exists for all humanity. Why? All humanity, as they belong to this group at all, share common experiences, for example, physical traits. All of humanity have the same number of ...

Introduction

In this study, we are interested in the performance of boys and girls in mathematics subjects in high school. In this study, the data was obtained from the international mathematical Olympiad website. In this study the dependent variable is performance of boys and girls in mathematics the independent variable are gender, proficiency, and ethnicity. According to Jeffery M. Wooldridge,(2000) the performance in mathematics is influenced by gender, proficiency of the students in the subject and the ethnicity. According to murphy M. (2000) gender is the greatest factor that influences the performance of mathematics. The research will be Causal ...

The Housekeeper and the Professor is a novel written by Yoko Ogawa, and published in 2003. The story is about a mathematician who is the professor in the story. The novel focuses on a warm relationship and caring attitudes towards other people. The Housekeeper was caring towards the professor despite the fact that, he suffered from a brain damage after a tragic traffic road accident, and he can only produce 80 minutes worth of memories. In return, the professor also became caring and loving towards her, and her son, and this made her son become a mathematics teacher, thanks to the professor’s coaching. The ...

There are several mathematical formulae that mathematicians and scientists have come up with over time. These mathematics formulae solve or address several issues or problems in the real world or mathematical and scientific field. One of the well-known mathematicians is Augustin Louis Cauchy. He is credited for coming up with the Cauchy sequence (the Cauchy sequence is named after him). This paper explores the Cauchy sequence, explaining its nature, form, application, and other related aspects of the sequence.
What is Cauchy sequence? This is a sequence whose elements become arbitrarily close to each other in the course of progression ...

Maths and Numeracy in the Real World

Mathematics can be considered as aspect of involving the idea of communication, problem-solving, and searching for patterns. Mathematics happens to be one of the important subjects in any school curriculum, together with sciences and English. The reason behind it being so highly regarded is that it exhibits essential life skills. Numeracy on the other may be simply stated to mean numerical literacy. Numerical literacy involves the use of some mathematical aspects to achieve various purposes in varying context.
As much as numeracy is under mathematics the two differ in various aspects. In school, mathematics is important as it ...

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Feed-forward networks or Multi-Layer Perceptrons (MLP) have an individual layered structure, where all the connections feed-forward from input to the output, and these networks are more prominent in Data classification. In a Neural Network, error functions are used to define the performance of the network through frequent preparation and implementation. The iterative training algorithms use the derivative of the error functions. Error functions are used for Data Classification after analyzing their mathematical properties, and some of the ...

Introduction

This assignment is a comprehensive discussion of a mathematics curriculum (the pre-kindergarten elementary math’s curriculum which was formulated and taken up by the prekindergarten school) in comparison with the Common Core State Standards. The Common Core State Standards is a set of standards ought to be adopted by curriculums within the state. It standardizes the learning and teaching of curriculums like English and Mathematics amongst others. The Common Core State Standards Initiative website gives a comprehensive discussion on the key shifts of both mathematics and English language initiated by the Common Core in order to standardize their learning and teaching. The shifts ...

Understanding learning standards for preschool mathematical education entails processing a clear-cut decision-making system recording the young learners' performance relating to consistent demonstration of their knowledge and skills at their cognitive levels. Providing this as immediate information to the onset of learners' introduction into the k-12 public education system gives teachers the ability for differentiation of the mathematical learning experience of each student equipping him/her with learning opportunities using block, dramatic play, manipulative, and art areas supporting the learning standards' goals.
In the process of making these methods of instruction effectively in support of the standards proves these as opportunities ...

Every moment brings a new experience in ones life. Such experiences either make one feel devalued or more valued. I fondly remember an instance when I was in class together with my fellow classmates waiting for the lecturer to arrive and continue with the day’s lecture. It was a mathematics lecture. Like any other lecture, everybody was busy trying to find a solution to a quiz that we had been assigned during the previous lecture. Never before had anyone seemed so keen to find a solution to a take-away quiz and especially a difficult like that one. The reason behind our commitment to find the ...

Since its creation in the 17th century the mathematics of calculus allows different fields of study the ability for measuring change and motion connected with natural and physical science including medical research and proactive applications of medicine. With the onset of the 21st century, the advances in mathematical insights forming definitions and theorems underpin the variety of uses of calculus in medicine. Calculus provides the abstract mathematical understanding of varieties of professional fields. These include economic trends, biological probabilities with ocean currents, meteorologist calculations of upper atmosphere airflow for weather prediction, and space scientists designing remarkable aircraft for space ...

For a science enthusiast such as me the slightest opportunity to make huge scientific strides that would greatly benefit human kind is a thing to marvel at and be jumped at with the slightest opportunity available. I have always been fascinated with things scientific especially as far as physics goes. Aspects of physics such as perpetual motion and something as basic as the force of gravity have always fascinated me and gave me a yearning to ever be learning more. Mathematics is also a key emphasis point for me. The manipulation of numbers to arrive at desired outcome is very healthy not only ...

Introduction These are discussion notes on how graphs are utilized in Mathematics and Technology. They are meant for Grade 11 learners who have basic knowledge of three main types of graphs namely: bar, pie and line graphs. The first section introduces students to the concept of graphs and its general applications. The second part discusses the types of graphs, their distinct features and use. The objective of this discussion is to provide learners with foundation knowledge and understanding of graphs and their application in Mathematic and Sciences.Introduction to Graphs Graphs are visual diagrams that are used to present data ...

Summary of the Movie

A Beautiful Mind is a biographical movie based on Sylvia Nasar’s A Beautiful Mind. The 2001-released movie was written by Akiva Golssman, produced by Brian Granzer and directed by Ron Howard. It gives a story of John Nash, a brilliant mathematician who battles paranoid schizophrenia while concentrating on his career. After his undergraduate studies, Nash joins the prestigious Princeton University courtesy of Carnegie Scholarship for mathematics. Here, he meets and establishes a close friendship with his course mates: Martin Hansen, Richard Sol, Charles Herman, Bender and Ainsley. After sharing ideas with his colleagues, he successfully publishes the New Concept of Governing Dynamics. ...

Introduction

In the past three years, this institution has recorded fair student performance in both Mathematics and Reading Skills in grade 8. Though the state of the performance cannot be termed as alarming, it can still not be termed as pleasing. This is because the performance of the last two batches of grade 8 students has tended to remain more stagnant. Mathematics and Reading Skills form the core courses for students who wish to pursue science and technical courses in the future. This has been more evident in the Group summary analysis as shown below;

Scale Scores and Performance Levels Comparative Bar Graph for the Years 2011/1012 in Mathematics and Reading Skills

It has been noticed that ...

Part 1: Challenges of making direct measurements

Physical science is often viewed as the model of sound knowledge. Physical science represents a body of knowledge that has verifiable information. Physical science concept represents knowledge which has resulted after research and experiments on different scientific theories. During the development of such knowledge, measurements are made. Challenges in measurement are often related to the efficacy of the measuring tools being used. Challenges in measurement are as a result of lack of a direct method of measuring.
In astronomy, the scientists face a number of challenges such as measuring the distance between stars, the mass, and components making up the stars. This ...

Economics is not Mathematics but mathematics has a great help for economics. It has a dose of reality to some economist according to Michael Edesess, a mathematician. Mathematics from economics has a major difference; there is no mathematician that uses a term in a formula or any statement of any theorem if the said term has defined with accuracy. Economists defined terms such as aggregate demand or economic growth but a thorough study on some real mathematics is suggested to assure an exact definition of the term. Overviews on both subjects are necessary to ensure clarity and depth of learning. Both subjects differ in its objectives ...

Writing, like language, is a form of communication. More accurately, it is the written form of language. Just like different language is appropriate in different contexts is appropriate, writing must be curtailed to suit different needs in situations. You would not use slang in writing a presidential speech, and you probably would not use formal business language when chatting with friends over the Internet. Gong and Dragga in their book “A Writer’s Repertoire” emphasize the point that it is important for professional adults to be able to recognize in which situations certain forms of writing are appropriate and to have a ...

In our lives, we all have that one particular person who tends to become our role model. For most of us, either our parents or one of our teachers eventually become our role model. In other cases though, media personalities, celebrities and persons of higher status end up becoming our role models depending on how exposed we are in current affairs. What stands out though, is that we all love our parents, but at the same time many of us also feel that their advice is against our wishes, perhaps that is why we often prefer to look for a ...

According to the article Effects of high school contexts on postsecondary enrolment, the state of unpreparedness by high school students is shown through the use of national statistics about how various students performs in college. It measures the level of college unpreparedness by expounding on the high number of students who finds themselves in college remedial classes. In addition, the authors explains that, only 55% of the students who enrol for a four year college course, graduates within a period of 6 years. However, one of the way to enable and ensure that the high schoolers are well fit and prepared ...

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I believe education is important backbone in the economic development of many countries. Just as planning for harvest begins with sowing of a seed, education is very vital in the development of most countries and even the development of the individual’s life as a whole. Therefore, the development of countries and individual’s sense of awareness calls for education of the individual’s whole being. I believe the acquisition of skills through education is important in the acquisition and formation of the human capital. Therefore with the scholarship offered to me to acquire the education will be a strong investment on me ...