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Ontology of Mathematics
- An ontological theorist generally begins his discussion with a preconceived notion of what kind of thing an object will turn out to be. Instead, we will here begin with a Thomassonian approach to the ontology of mathematics. First, let us consider what happens when we rst come to determine a mathematical proposition (which I will use synonymously with 'mathematical entitty'). A mathematician does not feel as though he creates mathematical theories. Pythagoras can hardly be thought to have created the claim that a2 + b2 = c2.... [tags: Mathematics]
:: 5 Works Cited |
1511 words (4.3 pages) |
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Introduction to Mathematics Glossary of Terms - Introduction to mathematics glossary of terms: In glossary all intend mathematical terms can be substantiate in plain language. In this mathematics glossary of terms is formulated in response to requests from teachers and others during the national curriculum consultation. . Mathematics glossary of terms is always incomprehensible even before they get heavy into the Greek symbols. Now we are learned in this topic about mathematics glossary of terms. Some terms of mathematics glossary of terms: * Absolute value * Acute angle * Acute triangle * Additive identity * Additive inverse * Adjacent angles * A... [tags: Mathematics ] | 944 words (2.7 pages) |
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Mathematics in Neuropsychology
- “Neuropsychology is a specialty that applies the principles of assessment and intervention based upon the scientific study of human behavior as it relates to normal and abnormal functioning of the central nervous system.” (The American Psychological Association) In more basic terms, the field of neuropsychology relies heavily on the study of the central nervous system combined with the study of the behavior of an individual. A type of psychology career, it involves using computational methods and mathematics, “particularly statistics, as a professional tool to quantify and analyze their scientific findings.” Neuropsychologists also work towards diagnosing any potential mental impairments... [tags: Mathematics]
:: 1 Works Cited |
1304 words (3.7 pages) |
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Developing Mathematics Learning Skills - Mathematics is a subject that many people fear and complain is too difficult to learn. The truth, however, is everyone is capable of learning mathematics, even complicated mathematics. They simply need to know the proper method of learning. Mathematics is different from other subjects. It is more than rote memorization. Developing learning skills is vital to learning mathematics. Study skills specific to the subject are required, as is developing problem solving skills and learning to properly deal with learning stresses.... [tags: Mathematics] | 914 words (2.6 pages) |
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Mathematics in Everyday Life - Mathematics is possibly one of the most underappreciated sciences. It everywhere in our lives, mathematics runs our computers, flies our aircraft, and protects our information. But for such a major part of our lives, very few people can say that they know how it is done, how the RSA encryption protects their e-mail, or even that 21 squared is 441 without going into tedious mental calculations or reaching for their calculator. Contrary to popular belief, mathematics has a wide range of useful applications.... [tags: Mathematics] | 1449 words (4.1 pages) |
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The Impact of Technology on Assessment Practices in Mathematics
- Introduction This essay aims to discuss the impact of Web Based Technology (WBT) on assessment practices in mathematics. WBT refers to and promotes what is known as Web Based Learning (WBL) where the learning is in hypertext format providing the learner with more exploration and interactivity capabilities. Studies in Hong Kong by Khalifa(2002) suggests that this is the most superior form of WBL in comparison to Distributive Passive Learning (DPL) which is used to deliver linear material such as word files and power point presentations.... [tags: Mathematics]
:: 42 Works Cited |
2941 words (8.4 pages) |
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MATHEMATICS STUDENTS’ PERCEPTIONS TOWARDS PROGRAMMING
- Abstract. This paper presents a result of preliminary study conducted to measure Mathematics students' perceptions towards programming, and the activities of programming in general. Sample group were students who were currently pursuing their second year degree in Mathematics with Computer Graphics (MCG) programme, who took Computer Interface Programming (CIP) course during their first semester in their current academic year. The study was conducted after a realisation that the students were reluctant in attempting programming problems in their coursework that caused a large drop in their assessments marks.... [tags: Mathematics ]
:: 8 Works Cited |
2080 words (5.9 pages) |
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Methods of Instruction for Teaching Mathematics
- Mention the word math and a considerable number of people are sure to express their aversion to the subject. To illustrate: Raytheon Corporation surveyed approximately 1,000 adulterants whether they would prefer to eat broccoli or to work on a problem in mathematics. The preponderance of the students picked broccoli. The terror of math encompasses into later life. According to research by the non-profit institute Change the Equation in 2010, nearly one-third of Americans would rather clean an unsanitary bathrooms than do a mathematics assignment.... [tags: Mathematics, Education, Schools]
:: 13 Works Cited |
1881 words (5.4 pages) |
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Mathematics and Science: My Favorite Subjects - My pedestal quality lies in the area of mathematics. It polishes my academic armor and sharpens my sword of educational merit. Mathematics is the backbone of my academic figure. Arithmetic and functions come like breathing and a math challenge is always appreciated; however, in no way is my prestige in math providing even the smallest level of interest for me. In fact, mathematics to me is comparable to a wrench in a toolbox: useful when needed, but otherwise useless. Nevertheless, my understanding of this subject provides exceptional resources to students in need.... [tags: Mathematics, career,] | 535 words (1.5 pages) |
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Comparison and Contrast of Mathematics in India and China
- The period 213 BCE to 1425 CE, are characterized by the beginning of a gradual ceasing of the isolation of China and India to the outside world. Due to natural boundaries (mountains, seas and deserts) providing the isolation, mathematics in India and China were almost developed independently during the ancient era. It was the Silk Road, began during the Han dynasty (206 BCE – 220 CE), that opened up communication between the West and Southern and Eastern Asia. With this communication, cultures and ideas moved, including mathematical knowledge, allowing undiscovered concepts to enter and discovered concepts to be leave, developed elsewhere and re-enter further advanced.... [tags: mathematics, trigonometry, zero, numbers]
:: 4 Works Cited |
1652 words (4.7 pages) |
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My Philosophy of a Constructivist Mathematics Education - At what point does a student, in all intents and purposes, experience something mathematical. Does it symbolise a student that can remember a formula, write down symbols, see a pattern or solve a problem. I believe in enriching and empowering students’ mathematical experiences that fundamentally stems from a Piagetian genetic epistemological constructivist model that allow students to scaffold their learning through cognitive processes that are facilitated by teaching in a resource rich and collaborative environment (Thompson, 1994, p.69).... [tags: mathematics, education, teaching] | 537 words (1.5 pages) |
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Pythagoras and His Contributions to Modern Mathematics
- Pythagoras is truly a man unlike any other throughout history. Perhaps his greatest achievements are within the realm of mathematics; with his greatest known theory being the Pythagorean Theorem. His theory is so well known that even today it peaks the interests of many mathematicians, with more than 400 proofs being spawned off of his original theorem. Though his theorem is common knowledge in this modern age, his life still remains a mystery to most, similar to most pre-Socratic philosophers.... [tags: Mathematics, Biography, Pythagorean Theorem]
:: 2 Works Cited |
1194 words (3.4 pages) |
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Egyptian Mathematics - The Egyptians are one of the earliest known and most well documented people to inhabit the Earth. They were one of the first people to respond to practical needs within agriculture, business, and industry. Moreover, archaeological and historical artifacts suggest that the Egyptians were among the first to develop the study of mathematics. This paper will discuss the development of mathematics in ancient Egypt, focusing on the use of hieroglyphs, the decimal system, and hieratic writing and numerals to demonstrate that the Egyptians made notable contributions to modern day understandings of mathematics.... [tags: Mathematics] | 656 words (1.9 pages) |
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Mathematics of Data Compression - Data Compression I. Introduction In the modern era known as the “Information Age,” forms of electronic information are steadily becoming more important. Unfortunately, maintenance of data requires valuable resources in storage and transmission, as even the presence of information in storage re-quires some power. However, some of the largest files are those that are in formats re-plete with repetition, and thus are larger than they need to be. The study of data compres-sion is the science which attempts to advance toward methods that can be applied to data in order to make it take up less space.... [tags: Mathematics Math] | 2873 words (8.2 pages) |
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The Cartesian Doubt Experiment and Mathematics - The Cartesian Doubt Experiment and Mathematics ABSTRACT: The view that Descartes called mathematical propositions into doubt as he impugned all beliefs concerning common-sense ontology by assuming that all beliefs derive from perception seems to rest on the presupposition that the Cartesian problem of doubt concerning mathematics is an instance of the problem of doubt concerning existence of substances. I argue that the problem is not 'whether I am counting actual objects or empty images,' but 'whether I am counting what I count correctly.' Considering Descartes's early works, it is possible to see that for him, the proposition '2+3=5' and the argument 'I think, therefore I am,' were equal... [tags: Mathematics Math Mathematical Papers] | 3426 words (9.8 pages) |
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Usefullness of Mathematics in Everyday Life
- Usefullness of Mathematics in Everyday Life G H Hardy once said that "Very little of mathematics is useful practically, and that little is comparatively dull". This statement is blatantly incorrect. Mathematics appears in virtually all fields in some form or another, and it is the only truly universal language. Even fields considered the opposite of mathematics, such as literature, are filled with different forms of math. Music is based very heavily on numbers, and even religions hold different numbers as sacred.... [tags: Math Mathematics Essays]
:: 4 Works Cited |
1442 words (4.1 pages) |
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Technology in the Mathematics Classroom
- Technology in the Mathematics Classroom In today’s society, technology is advancing at such a rate that on can hardly stay ahead. Technology surrounds every person in civilization. To not use the technology that is readily available would be absurd. The same idea applies to technology in the classroom. Calculators, in particular, are becoming more readily available in the classroom, but technology should not stop there. Many inspiring computers programs, such as Geometer’s Sketchpad, Math Success, Fathom, Maple, and Minitab greatly enhance the mathematical teaching and learning that can take place in a classroom.... [tags: Math Mathematics Tech Technology]
:: 4 Works Cited |
1129 words (3.2 pages) |
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Self-Regulation and Motivation: A Counseling Intervention for Student Success in Mathematics
- ... Mathematics placement and the transition to middle school. Professional School Counseling, 10(3), 238-244. Retrieved from http://www.schoolcounselor.metapress.com Bandura, A., 1986, Social foundations of thought and action: A social cognitive theory. Englewood Cliffs, NJ: Prentice-Hall. Bass, B., Avolio, B., & Atwater, L. (1996). The transformational and transactional leadership of men and women. Applied Psychology: An International Review, 45(1), 5-34. doi: 10.1111/j.1464-0597.1996.tb00847.x Berger, C.... [tags: Mathematics Intervention, Transition Grades]
:: 30 Works Cited |
1194 words (3.4 pages) |
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The History of Babylonian Mathematics - The History of Babylonian Mathematics The history of ancient Babylonia is really long, but this essay is a short and to the point summery of the entire history. The history of Babylonia started near the end of the year 2000 BC, when invaders were attacking the Sumer kingdom. Sumer was a powerful kingdom in the western part of Asia, and it some what occupied what would become Babylonia. After the kingdom of Sumer was destroyed the city-states of Larsa and Isin came into settle on the land once occupied by Sumer.... [tags: Babylonia Mathematics Education Essays] | 1575 words (4.5 pages) |
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Fractals: A New-Age Mathematics to Explain Our World
- Fractals: A New-Age Mathematics to Explain Our World Fractal art is a new-age art that tantalizes the eyes and mind with patterns, shapes, colors, and abstract imagery. Artists have once again found a way to harness the abstractedness of mathematics and integrate it into their work. So where does this new art form of fractal design stem from. The reality is that fractals themselves are relatively young in the mathematical world. Of course since the beginning of art and history and mathematics, self-similar objects have existed and been intriguing to the human mind.... [tags: Fractals Mathematics Math Papers]
:: 4 Works Cited |
1852 words (5.3 pages) |
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Safety of Online Shopping Through Mathematics
- Safety of Online Shopping Through Mathematics The easy and convenient way of shopping from the Internet attracts customers from all over the world to shop on-line. Anyone can browse the millions of websites, like Amazon.com and Ebay.com, that sell a variety of items or hold on-line auctions, as long as they have Internet access. Most big chain stores in the United States have on-line stores that sell the items they have in the stores for the convenience of lazy shoppers. However, there are risks that shopper should consider before they decide to buy from a site.... [tags: Mathematics Math Internet Shopping Essays Papers]
:: 6 Works Cited |
1399 words (4 pages) |
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Reflexive Substantion of an One-Way Ascendancy of Mathematics over Ethics
- Reflexive Substantion of an One-Way Ascendancy of Mathematics over Ethics ABSTRACT: Russell and Popper are concordant with Plato with respect to the independence of mathematics upon the sensations. Beth shares the opinion of the complete independence between the world of science and mathematics and that of psychology. Essenin-Vol'pin's opinion is of an ascendance of ethics and jurisprudence over mathematics. For the first time, the position of Plato, Russell, and Popper are substantiated in this paper through Hegel's reflexive natural scientific method.... [tags: Mathematics Math Papers]
:: 3 Works Cited |
2412 words (6.9 pages) |
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Fractals: A Mathematical Description of the World Around Us
- Fractals, a Mathematical Description of the World Around us In being characterized with fractional dimensions, Fractals are considered to be a new division of math and art, which is perhaps why the common man recognizes them as nice-looking and appealing pictures that are valuable as background on computer screens and art patterns. But they are more meaningfully understood by way of the recognition that many of nature’s physical systems and a lot of human works of art are not standard geometry forms.... [tags: Mathematics ]
:: 8 Works Cited |
1677 words (4.8 pages) |
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African Mathematics and Mathematicians
- ... Woodard was born on October 3, 1881. Woodard had a pre-doctoral degree and a doctoral degree from the University of Pennsylvania and the University of Chicago. In 1928, Dudley became the second African American to earn a Ph.D. degree in mathematics. Dudley was known to be one of the noblest anybody could know. Woodard would often use the phrase, “black is beautiful,” and would always ignore the “colored” signs and would use any restroom he pleased. As the time passed, Woodard became wiser and wrote and published three papers; “Loci Connected with the Problem of Two Bodies,” “On Two Dimensional Analysis Situs with Special References to the Jordan Curve Theorem,” and, “The Characterization... [tags: the rhind mathematical papirus, measuring sticks]
:: 5 Works Cited |
613 words (1.8 pages) |
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Mathematical and Musical Harmony
- For most people, mathematics is an unsolvable puzzle characterized by the impression of numbers and calculations taught in school. It is often associated with feelings of rejection and disinterest. To the general population mathematics appears to be to be strictly rational, abstract, cold and soulless. Music, however, is involved with emotion, with feelings, and with life. It exists in all daily routines. Everyone has sung a song, pressed a key on a piano, or blown into a flute, and therefore, in some sense, made music.... [tags: Mathematics]
:: 5 Works Cited |
1296 words (3.7 pages) |
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The History of Mathematics
- ... Around 1950BC, The Moscow papyrus was written, which gave details of Egyptian geometry. Around 1800BC, the Babylonians start using the multiplication tables. The Babylonians also solve the linear and quadratic equations and pulls together the tables of square and cube roots. Around 1400BC, the decimal number system with no zeroes started to be used in China. Around 127BC, Hipparchus figured out the equinoxes and calculated the length of the year to about 6.5 minutes of the correct value, started the understanding of trigonometry (A Mathematical Chronology,2014).... [tags: geometry, fractions, numbers]
:: 2 Works Cited |
641 words (1.8 pages) |
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The Developement of Mathematics
- Although the history of numbers is rather unknown and unlooked upon compared to the history of other subjects; we should learn of the development of numbers, from the basic number sense that some animals also possess to all the different numbers we have today. After all, it is because of numbers that we have progressed so far in science and it is because of science that we have all the wonderful inventions of today. From the far beginning, before counting, man only had a rudimentary “number sense”.... [tags: Math]
:: 8 Works Cited |
1169 words (3.3 pages) |
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Gender and Mathematics
- Mathematics is acknowledged as a hard subject. People who are good at it are considered to belong to a sort of elite. Usually to be “accepted” in this elite you have to fulfill some requirements and most of them are related with a specific gender. “Math is a God’s gift for boys.” This has been the perception of society for a long time. The majority thinks that the nature of mathematics goes along mostly with masculine attributes, thus, males are more focused on it. Therefore, according to these people boys by default get to be better in math, with girls being excluded from any kind of decent relation with this field of study.... [tags: Gender Studies]
:: 4 Works Cited |
941 words (2.7 pages) |
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Mathematics and Art - Mathematics and art are two areas of knowledge that demonstrate different degrees of interaction between critical and creative thinking. Whether considering mathematics or art, creative thinking evaluates a new or original idea containing some degree of value. Critical thinking examines assumptions and challenges a current belief or theory that has previously assumed to be true. Although general assumptions and creativity may be considered separately when considering extreme examples of concrete ideas and abstract ideas, the interplay of critical and creative thinking is one method in which new and validated knowledge is attained.... [tags: Logic, Creativity, Philosophy] | 1590 words (4.5 pages) |
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Mathematics - The Fencing Problem - Fencing Problem A farmer has exactly 1000 meters of fencing and wants to fence of a plot of level land. She is not concerned about the shape of the plot but it must have a perimeter of 1000 m. She wishes to fence of a plot of land that contains the maximum area. I am going to investigate which shape is best for this and why. I am going to start by investigating the different rectangles; all that have a perimeter of 1000 meters. Below are 2 rectangles (not drawn to scale) showing how different shapes with the same perimeter can have different areas.... [tags: Math Coursework Mathematics] | 1293 words (3.7 pages) |
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The Fencing Problem - Mathematics - The Fencing Problem Introduction ============ I have been given 1000 meters of fencing and my aim is to find out the maximum area inside. ====================================================================== Prediction ---------- I would predict that the more sides the shape has, then possibly the bigger the area it will have, although I have nothing to base this on, it will be what I am about to investigate. Shapes: I am going to start with the rectangle, I think this is a good starting block because I am able to vary the widths and lengths to see which has the bigger area.... [tags: Math Coursework Mathematics] | 890 words (2.5 pages) |
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Mathematics of Baking
- Mathematics is part of our everyday life. Things you would not expect to involve math do. Such as how to write a successful pop song, which gang is responsible for a crime, where terrorists are hiding bombs, how new drugs can affect people and how to keep a crowd from trampling each other (Jones, 2013), to name a few. As you can see, math is involved in things that you would never expect. In the following paragraphs, I will explain to you how a particular interest of mine, baking, involves math in more ways you would think.... [tags: ingredients, recipe, grams]
:: 5 Works Cited |
1292 words (3.7 pages) |
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The origin and development of Mathematics
- It can be noted that the discipline of math has played important role in people’s lives and it has provided various useful methods to be more knowledgeable in life. Initially, even prior to the modern age and the communication of knowledge in the world arena, the written forms of new mathematical develops can only be accessed by several locales. It is known that the most ancient mathematical texts that can be accessed to is Plimpton 322, the Rhind Mathematical papyrus as well as the Moscow mathematical papyrus.... [tags: math, geometry, pythagorean theorem]
:: 4 Works Cited |
917 words (2.6 pages) |
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The Integration of Literature and Mathematics in the Classroom
- Since the 1800s, students have gone to school with the thought of learning reading, writing, and arithmetic individually, but recently have been able to learn them concurrently. How is this so. By combining changes in the classroom environment, instructional methods, technology, and methods of assessment, teachers are beginning to find more and more ways of integrating literature and mathematics together in the classroom. Prior to integrating literature in mathematics class, the traditional math lesson involved the teacher explaining math examples in the classroom with students taking notes and regurgitating the same procedure on homework problems (Shults, 2008).... [tags: Education, teaching, teachers]
:: 2 Works Cited |
871 words (2.5 pages) |
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The History of Mathematics in Africa
- The history of mathematics has its roots on the African continent. The oldest mathematical object was found in Swaziland Africa. The oldest example of arithmetic was found in Zaire. The 4000 year old, Moscow papyrus, contains geometry, from the Middle Kingdom of Egypt, Egypt was the cradle of mathematics. The great Greek mathematicians, including Pythagoras, Thales, and Exodus all acquired much of their mathematics from Egypt, including the notion of zero. This paper will discuss a brief history of mathematics in Africa.... [tags: Math ]
:: 5 Works Cited |
1439 words (4.1 pages) |
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Smith Report on Teaching Mathematics
- Briefing paper explaining the changes which have been made to Maths education in England in response to the Smith Report. Introduction: The purpose behind this briefing paper is to provide the Secretary of State for Education with an idea as to how the Smith Report, 2004 “Making Mathematics Count” has changed Maths education in England. It is important that the Secretary of State for Education to understand how important the Smith Report has been to the advancement of Maths education and what recommendations have not yet been implemented.... [tags: Education Math]
:: 8 Works Cited |
2338 words (6.7 pages) |
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The Use of Mathematics in the Medical Field
- The medical field is a very interesting career field. There are hundreds of different occupations within this field, including anything from saving a fragile newborn baby’s life to prescribing antibiotics to a relatively healthy adult. No two occupations are exactly alike, but each one is equally important. Although there are several job variations in medicine, they all have at least one thing in common. Every occupation within the medical field relies heavily on mathematics. Elementary mathematics, geometry and algebra are all obviously crucial to advancing in new technology, saving lives and curing diseases.... [tags: x-rays, nurses, doctors, algebra]
:: 4 Works Cited |
868 words (2.5 pages) |
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Promotion and Retention of Women in Mathematics
- Promotion and Retention of Women in Mathematics How do we interest and retain more women in the field of mathematics. "Women now make up nearly half the undergraduate math majors in the U.S. (1993 Annual Survey of the American Mathematical Society and the Mathematical association of America); yet in graduate math programs, only about one-quarter of the American students are women" (Adhikari & Nolan, 1997, p. 17). For women who choose SME (Science, Mathematics, Engineering) majors, persistence rates in the major are significantly lower than that of male peers.... [tags: Mathematical Careers Education Essays]
:: 12 Works Cited |
3597 words (10.3 pages) |
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Mathematics in the Primary School
- “A successful learner in mathematics involves constructing understanding through exploration, problem solving, discussion and practical experience and evidentially through a teacher who has a clear grasp of the underlying structure of the mathematics being taught” (Haylock 2010:3). Analysing my personal journey through mathematics will allow me to explore if my experiences have influenced my attitudes towards mathematics. Beginning by exploring the ways in which I was taught as a child, examining what framework was used for the teaching of mathematics, before continuing to explore if education reforms and learning strategies could have influenced by experiences.... [tags: education, teaching, learning, national curriculum]
:: 16 Works Cited |
1687 words (4.8 pages) |
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The Outlook for Girls In Engineering and Mathematics
- areas of science, technology, engineering, and mathematics employers are not getting enough women (Pozniak). High school girls only represent 17 percent of computer science Advance Placement (AP) test takers (O'Shea). The most significant group of minorities who are behind in earning computer technology degrees and working in science and mathematical professions are women. “Historically, women’s low representation in science and engineering was said to be due in large part of their lack of ability, interest, or both” (Horning 30).... [tags: Gender Issues]
:: 24 Works Cited |
1889 words (5.4 pages) |
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A Brief Survery of Babylonian Mathematics
- As the light from the window grows significantly darker, two men keep awake, scribbling what seems to be chicken scratch onto clay tablets. Carrying out their work to the second or third order, it is remarkable what has been accomplished with some clay, a crude utensil for scratch writing, and the minds of many mathematicians. While this may have not been exactly how it happened, scenes like this one, along with the preservation of their work, provide insight today into the earliest documentation of not only historical algebra, but of mathematics itself.... [tags: babylonian empire, clay tablets]
:: 8 Works Cited |
1814 words (5.2 pages) |
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Alice in Wonderland and the Mathematics Involved
- The latter half of the nineteenth century became a time of evolution for different forms of mathematics such as symbolic algebra, Riemannian geometry, Boolean algebra , and quaternion calculus. "To him [Lewis Carroll], algebra was all about numbers," mathematician Keith Devlin explained. “But in the 19th century, people were developing all kinds of bizarre new algebras, where x times y was not equal to y times x.” (Devlin) While mathematicians knew that Carroll, a mathematician himself, was slipping numbers in to his classic, “Alice’s Adventures in Wonderland,” the hidden math came as a surprise to many others.... [tags: Lewis Carroll, rational, math, language, limits]
:: 4 Works Cited |
1188 words (3.4 pages) |
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Important Aspects of Teaching Mathematics
- Teaching mathematics has evolved from the traditional instrumentalist view where the focus is on knowledge mathematical facts, rules and methods as independent concepts, to the more contemporary constructivist approach which focuses on building on prior knowledge and experiences incorporating mathematical facts, rules and methods to problem solve and investigate new mathematical concepts. This will in turn, enable students to apply concepts in real life situations. Teaching thematically is an approach which allows concepts to be applied to real life situations.... [tags: math Education, math, teachers]
:: 5 Works Cited |
1430 words (4.1 pages) |
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The Benefits of Learning Mathematics
- When I graduated from high school, forty years ago, I had no idea that mathematics would play such a large role in my future. Like most people learning mathematics, I continue to learn until it became too hard, which made me lose interest. Failure or near failure is one way to put a stop to learning a subject, and leave a lasting impression not worth repeating. Mathematics courses, being compulsory, are designed to cover topics. One by one, the topics need not be important or of immediate use, but altogether or cumulatively, the topics provide or point to a skill, a mastery of mathematics.... [tags: Math Education]
:: 1 Works Cited |
929 words (2.7 pages) |
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How to Supplement a Mathematics Textbook
- A Geometry Chapter Mathematics textbooks are imperative to students’ survival in a math class. Their importance centers on enhancing students’ learning potential, defining the curriculum for that class/grade, and establishing instructional guidelines that lead teachers and students to the content goals or standards of the subject (Lester & Cheek, 1997). Every chapter in a math textbook highlights the different concepts and strategies that students need to successfully master in order to fully understand the material, pass their exams, and thrive in the classroom.... [tags: Education]
:: 7 Works Cited |
1313 words (3.8 pages) |
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The Progression of Mathematics in School - The educational system grooms children to be productive members of society. First coined in the days of one-room schoolhouses, the phrase “reading, writing, and ‘rithmetic” has become a common mantra of education. The third of these three r’s is mathematics, an infamous subject. It is incumbent in many professions, from accountants and doctors to physicists and teachers. Both hated and adored by many, math is complex, essential, and encompasses hundreds of topics. These topics can be sorted into four basics categories: elementary math, algebra, physics, and calculus.... [tags: Arithmetic, Algebra, Physics, Calculus] | 850 words (2.4 pages) |
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Mathematics in Early Childhood Learning
- 1. Identify your beliefs: State what beliefs you hold about teaching and learning mathematics for each of the following: a) What learning mathematics is for in the early childhood environment b) The role of the teacher in children learning mathematics c) The role of the teacher in teaching mathematics to children d) Children and their learning of mathematics I believe that learning mathematics in the early childhood environment encourages and promotes yet another perspective for children to establish and build upon their developing views and ideals about the world.... [tags: Teaching Math to Children]
:: 17 Works Cited |
2147 words (6.1 pages) |
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Drawing Conclusions: Ethics and Mathematics - When I was in my 1st year of high school, I decided to join the Debate Team of my school because it was one of the extra-curricular activities that really intrigued me. Being a new member, a lot of the methods the veterans of the team used in their speeches surprised me. Before, I thought that debate mostly involved insulting one’s opponent and making him seem stupid. However, I was proven very wrong as that not only fail to provide any substantial argument that would prove any point, but was also banned and could lead to a loss.... [tags: Logic] | 1302 words (3.7 pages) |
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Implementing Technology in the Mathematics Classroom
- It has been over a decade now since we’ve been hearing from federal agencies, professional organizations and teaching accreditation agencies about the need to integrate technology into school curriculum. Culp, Honey and Mandinach (2005) reported despite several educational reports and other governmental reports of the large investments in instructional technology resources, computers, high speed internet access and other forms of technology within the country’s schools are yet to be effectively integrated into instruction in most our nation’s K-12 classrooms.... [tags: computers, resources, teachers]
:: 11 Works Cited |
2371 words (6.8 pages) |
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Procedural Lessons: Children and Mathematics
- Mathematics has become a very large part of society today. From the moment children learn the basic principles of math to the day those children become working members of society, everyone has used mathematics at one point in their life. The crucial time for learning mathematics is during the childhood years when the concepts and principles of mathematics can be processed more easily. However, this time in life is also when the point in a person’s life where information has to be broken down to the very basics, as children don’t have an advanced capacity to understand as adults do.... [tags: teachers, conceptual teaching]
:: 6 Works Cited |
1452 words (4.1 pages) |
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The history of Fractions: Music and Mathematics
- As many of my elders have quoted, “You’ve got to know where you come from to know where you’re going,” or some variation of this saying. It rings true in the journey of life, love, and something that I consider my life and my love-- music, and the explosion of what some may loathe and some may love (I, the latter)--disco music. With a focus on music production, I must protect, justify, and enlighten myself on all things music, as well as others, and edify all within reasonable distance on the correlation of fractions and music, and just how a fraction, also known as a time signature when written on a music staff, has been responsible for the swing and groove of music, and the creation of an... [tags: egyptians, Pharaohs]
:: 4 Works Cited |
867 words (2.5 pages) |
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The Fundamental language of Mathematics
- Today, you will have done a mathematical calculation. You might not have realised it, but you did. Whether it was how many more minutes in bed you could have before you had to get up, or whether it was how much water to put in the kettle for your morning cup of coffee. Mathematics is a fundamental language that everyone needs to be able to speak in order to survive today: nowhere in life can it be avoided; without maths, we would be lost: living in chaos. Because of this, maths should play a larger part in the Scottish secondary curriculum, up until the point where pupils have the opportunity to leave school.... [tags: creative thinking, logic,digital age]
:: 10 Works Cited |
1140 words (3.3 pages) |
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Hieroglyphics and History of Mathematics
- ... Hieroglyph comes from the root word hieros which is Greek meaning sacred, and the root word glypho which means inscription. Hieroglyphs were first used by Clement of Alexandria. It was first used in ancient Egypt, as a decimal numbering system. But the decimal was non-positional; it could deal with numbers of great scale. Egyptian used this method mostly in medicine and geometry. The earliest known examples of hieroglyphs in Egypt have been dated to 3,400 BC. The latest date in hieroglyphs was made on the gate post of a temple at Philae in 396 AD.... [tags: ancient egyptians, greco-roman era]
:: 3 Works Cited |
558 words (1.6 pages) |
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Mathematics: The History of Pi
- To start off, pi is the ratio of a circle’s circumference to its diameter (Bennet, Burton, & Nelson, 2012). This is approximately equal to 3.14159. In equation form it is calculated like this: π = C/d (Shell, 2013). Pi is also an irrational and transcendental number. This means that it will continue infinitely without any repetition or pattern. It also cannot be expressed accurately as a fraction and the decimal never ends (Shell, 2013). The history of pi is a very confusing one. No one knows exactly who discovered it; they just know assumptions and possible coincidences.... [tags: circle's circumference, radius, archimedes]
:: 11 Works Cited |
1056 words (3 pages) |
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The Reason to Study Mathematics - ... It occurred to me that I really enjoyed problem solving, having a challenging task and having the determination to overcome it. This is probably the main reason I decided to study Mathematics further than GCSE. I currently study Biology, Mathematics and Physics at A2 Level at Belfast Metropolitan College. I studied A2 Level last year and had applied to university, however I didn’t reach the grade requirements for my preferred courses. I feel I didn’t apply myself enough at AS Level and then gave myself too much to do at A2.... [tags: everyday, use, problem, solving] | 563 words (1.6 pages) |
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George Boole's Impact on Mathematics - ... Boole started working at age 16 as a school teacher and opened up his own school at 19. In 1849 he went on to become a professor at the newly created Queens University in Cork, Ireland. He was expected at an early age to help support his family and all while doing so became an esteemed mathematician and logician. In 1855 he married Mary Everest, the daughter of the famed surveyor and whom Mt.Everest was named after, they had 5 children(Mary Ellen, Margaret, Alicia, Lucy, and Ethel Lilian). Sadly enough Mr.... [tags: logic, award, computers] | 723 words (2.1 pages) |
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Writing in Mathematics Seminar - Mathematics is different from some other disciplines such as art and music in that it builds upon itself. It has traditionally been based on a series of axioms and theorems derived from these axioms, from which more theorems can be derived. Therefore, when an essay asks us to eliminate a concept fundamental to mathematics, it is difficult to make a choice since each concept has its merits and is necessary for understanding concepts that build upon it. This essay, although not feasible to implement in the real world, accomplishes the goals of a Writing in Mathematics seminar, which are to encourage students to think creatively about mathematics, increase the students’ skills in writing effect... [tags: higher Education, math, higher learning] | 830 words (2.4 pages) |
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Usefulness of Mathematics Education
- Usefulness of Mathematics Education There has been much discussion over the years about the usefulness of mathematical studies. Everyone seems to have a different viewpoint on the issue. Some believe that mathematics has little use in the working world and so is not a subject that should be taught at higher levels in secondary school. Others argue that mathematics does serve a profound purpose, albeit one that is subtle and not obvious in the vocational world. G. H. Hardy and Underwood Dudley, two great mathematicians of the twentieth century, have differing views, and our current Secretary of Education Richard Riley has his thoughts as well.... [tags: Math Mathematical Jobs Essays]
:: 7 Works Cited |
1347 words (3.8 pages) |
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George Boole: Boolean Algebra and Sets Theory
- The work of George Boole on mathematical logic that gave birth to the “Boolean Algebra” was the most important contribution to the development of computer technology. We are going to see briefly, how the prodigy George Boole came from an economically modest family, to change the way we relate with logic, influencing the concept of computing and processing information. We are also going to analyse how his work in algebra revolutionised the way we think and symbolise logic sets, making the binary code and logic relations as the fundamental tool in the evolution of computer systems and networks, from the first breakthrough of Boole's work, until many years later, when science identified that hi... [tags: Mathematics ]
:: 6 Works Cited |
1927 words (5.5 pages) |
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Mathematics Education in Botswana - ... Kalajaiye(1985 ) states that ‘…it was believed that calculations with larger numbers developed children’s computational skills.’(p1). The students saw mathematics as a very critical course and most of them developed negative attitude towards it and dropped it. The mathematics curriculum was taught through lecture method. Mathematics concepts were mostly taught by drilling until the learners become almost rote memorized. This lecture method encouraged rote learning and un thinking application of algorithms and the learners worked with rules which they did not know their implications.... [tags: Curriculum, Teaching] | 854 words (2.4 pages) |
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Cooperative Learning in Mathematics
- ... Not only does cooperative learning increase students’ motivation, but it can also lead to more enjoyment of mathematics in the classroom. Most students enjoy working with others and if they understand the material, they usually like to show that off by helping others. The sense of accomplishment that students have when they work a problem correctly and help others to solve it is a factor that also leads to this increased enjoyment that is seen in a lot of classrooms that use cooperative learning methods.... [tags: teaching strategies]
:: 7 Works Cited |
886 words (2.5 pages) |
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George Boole and Mathematics - ... Down the road a Sir Edward Bromhead whom helped give boole the education that was needed to start on his life long teachings in math and science and eventually become the George Boole that is known today helped Bool with schooling and taught him other beneficial live teachings such as math and other foreign languages. When Boole was in his earlier years he was no longer under support of his own family hand was in great need of a job and stability he worked as a private school teacher for a few years and then started to open his own school at the institute during his transition to adulthood.Over that course of time bool became the superintendent for until when l his early thirties and t... [tags: communitive, associative, distributive] | 519 words (1.5 pages) |
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Earthquakes: Application of Mathematics
- Earthquakes: An Application of Mathematics The October 13, 2010 earthquake triggered a large buzz across Oklahoma University’s Norman campus, startling students walking to class or sitting in the middle of calculus. This magnitude 4.3 earthquake was 10 miles southeast of Norman and was felt as far north as Stillwater. To many students, the few seconds of shaking was unrecognizable as an earthquake because Oklahoma’s seismicity is not well known. In reality, Oklahoma experiences multiple earthquakes, almost daily; they are usually just not strong enough to be felt.... [tags: Geology]
:: 1 Works Cited |
1377 words (3.9 pages) |
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The Nature of Mathematics - The Nature of Mathematics Mathematics relies on both logic and creativity, and it is pursued both for a variety of practical purposes and for its basic interest. The essence of mathematics lies in its beauty and its intellectual challenge. This essay is divided into three sections, which are patterns and relationships, mathematics, science and technology and mathematical inquiry. Firstly, Mathematics is the science of patterns and relationships. As a theoretical order, mathematics explores the possible relationships among abstractions without concern for whether those abstractions have counterparts in the real world.... [tags: Papers] | 1019 words (2.9 pages) |
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The Natural Logarithmic Function - Introduction to logarithmic function calculator: In mathematics, the natural logarithmic function is defined as the function contains three parts, namely the number, the base and logarithm itself, Now the logarithmic calculator is the function of the logarithm function which means we are using to the base of ‘e’ where e is constant, base of ‘e’ value is given by [e = 2.718281828] . The logarithmic function calculator is represented as [y = log_b^(x).] We take the value of base of ‘e’ is approximately [ e = 2.71] .... [tags: Mathematics] | 721 words (2.1 pages) |
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Solving Math Solutions Manuals - Introduction to solving math solutions manuals: The topic of “solving math solutions manuals”, are discussed below with some related problems and solutions. In mathematics, there are many chapters included such as number system, fraction, algebra, functions, trigonometry, integral, calculus, matrix, vector, geometry, graph etc. We can understand how to solve the problems using formulas and some operations. We can solve the math problems easily without using any electronic devices. Let us discuss some important problems below in different concepts.... [tags: Mathematics] | 619 words (1.8 pages) |
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Teaching Mathematics - When teaching mathematics to children the teacher’s enthusiasm can determine whether or not the child's math experience is negative or positive. For instance if you do not like math chances are, it will show up in the activities that you prepare for the child, as well as the way you go about a question because the children will sense your frustration that you have for math. If a teacher likes math on the other hand the activities will be well thought out, and the children will be able to ask questions without having the feeling that the teacher is frustrated because they are giving off a positive attitude.... [tags: Math Education, teacher] | 910 words (2.6 pages) |
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Mathematics Autobiography - ... We learned about fractions and percents and proportions and I would get so upset because I couldn’t understand. I remember my teacher used to staple all of our tests together once a week and we had to get them signed by our parents. I felt so ashamed having to bring home one bad math test home after another. I excel in all my classes to this day, I even take honors classes, but when it comes to math nothing seems to go right and I never understood why. My most memorable math experience to date would have to be in Algebra 1 freshman year.... [tags: personal narrative] | 560 words (1.6 pages) |
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My Philosophy of Mathematics Teaching and Learning
- As a secondary subject, society often views mathematics a critical subject for students to learn in order to be successful. Often times, mathematics serves as a gatekeeper for higher learning and certain specific careers. Since the times of Plato, “mathematics was virtually the first thing everyone has to learn…common to all arts, science, and forms of thought” (Stinson, 2004). Plato argued that all students should learn arithmetic; the advanced mathematics was reserved for those that would serve as the “philosopher guardians” of the city (Stinson, 2004).... [tags: Education, Teachers, Students]
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1307 words (3.7 pages) |
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Mathematics Curriculum Research for K-6 Students
- Mathematics Curriculum Research for K-6 Students An effective curriculum uses essential mathematical ideas in a way that students can understand how new concepts build on existing knowledge of concepts to learn to solve problems. Students must be taught a variety of concepts that are important to success in future grades without wasting their time. Curriculum issues discussed in this paper are (a) influence on mathematics content in the past 25 years, (b) development of mathematics curriculum, (c) mathematics that should be taught, and (d) problems with U.S.... [tags: Math Education, math]
:: 7 Works Cited |
1062 words (3 pages) |
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Information about Mathematics - Research on and information about mathematics and the learning of mathematics has evolved over the last one hundred years. In the first half of the 20th century much of the focus was on computational approaches such as drill and practice and incidental learning (Brownell, 1947; Thorndike, 1924). This emphasis can certainly be attributed to the lack of technology available along with the needs of society for efficient computation (Jones et al., 2002). The development of the new math in the second half of the 20th century was a positional change for mathematics educators and researchers.... [tags: Education, Vygotsky, Lesh, Dienes, math] | 1064 words (3 pages) |
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Theoretical Stance on Learning and Teaching Mathematics - Research Essay: Theoretical Stance for the Teaching of Mathematics – As a pre-service teacher, my philosophy of teaching Mathematics is based on a constructivist, student-centred approach. I have learned, through my practicum experiences, as well as Mathematics Education courses, which advocate this approach, that it is the most effective way to teach Mathematics. This essay will explicitly describe my philosophy, as well as explain and justify the specific teaching and learning strategies related to this philosophy, supported by the research and literature.... [tags: Education, math, math teacher] | 1489 words (4.3 pages) |
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Critical Thinking in Mathematics and Natural Sciences
- Knowledge is generated through the interaction of critical and creative thinking. As an IB student in high school we are faced with problems that involve us using our minds for critical thinking. It is hard for students to engage their creative thinking in times when it is critical. We are rarely encouraged to use our creative minds during problems. In this world there are logical answers that is probed using critical thinking. But what is the right situation to use critical thinking. Can critical and creative thinking be used and interact with each other in certain problems or maybe all problems.... [tags: Critical Thinking Essays]
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1488 words (4.3 pages) |
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The Mathematics In Sports - ... The point of this exploration is to delve into the math behind these sports, and see what formulas occur during a game. I chose this topic, because I love sports and play them multiple times a month. After discovering that there is arithmetical aspects of these sports I was fascinated and wanted to explore them. Basketball Basketball can be looked at from a mathematic standpoint. To make a pass from one player to another one can use the following formula: (Huffman, Katharine) ￼ Shooting the ball into the hoop is a harder task, and a player must throw the ball at a certain velocity in order to guide it into the basket.... [tags: Athletics, Angles] | 522 words (1.5 pages) |
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Gender Differences in Mathematics and Science Learning - ... This single-gender classroom success, however, was untested in the public school sector. Comparison between the rare and special single-gender private schools with single-gender public schools is challenging because of a critical factor—does the single- gender environment of private schools contribute to students’ success in addition to their high socioeconomic and privileged status. Note to the reader: The authors of this study use the term “single-gender” to signify an all- male or all-female environment; whereas, other authors may use the term “single-sex.” Within this study, we ask the reader to interpret these terms synonymously.... [tags: classes, environment, research] | 595 words (1.7 pages) |
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Calculator Use in Secondary Mathematics Classes
- In 1972, Hewlett-Packard introduced the HP-35, the world’s first scientific pocket calculator at a cost of $395 (Hewlett-Packard, 2007). As advances in technology increase so has its accessibility. Currently, a scientific calculator will cost about $12. Additionally, anyone with internet access also has access not only to free scientific calculators but graphing calculators as well. Let’s not forget iPhones and all of the calculator apps that are ready for download. Needless to say calculators are readily available to students of all levels; however, many mathematics teachers have been unable to keep up with these rapid changes.... [tags: Education, math]
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2011 words (5.7 pages) |
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Teaching Mathematics and Filippino Student Performance - ... In the Philippine setting, these standards refer to the Philippine Secondary Schools’ Learning Competencies (PSSLC). On a study conducted by Linn, he observed that, content standards can, and should, if they are to be more than window dressing, influence both the choice of assessments to be measured and the ways in which they are eventually measured (Linn, 2000) thus; assessment should be based on standards . These standards are the competencies or learning objectives that schools set their students to achieve or accomplish.... [tags: assessment, curriculum improvement] | 1473 words (4.2 pages) |
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My Philosophy of a Constructivist Mathematics Education - “Understanding is a measure of the quality and quantity of connections that a new idea has with existing ideas. The greater the number of connections to a network of ideas, the better the understanding (Van de Walle, 2007, p.27).” My philosophy of a constructivist mathematics education At what point does a student, in all intents and purposes, experience something mathematical. Does it symbolise a student that can remember a formula, write down symbols, see a pattern or solve a problem. I believe in enriching and empowering a student’s mathematical experience that fundamentally stems from a Piagetian genetic epistemological constructivist model.... [tags: Education ] | 1279 words (3.7 pages) |
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The Mathematics of Sudoku
- The reason as to why so many people are so fascinated by a Sudoku puzzle is that, even though the solving rules are simple, the reasoning behind the path to the correct solution can be very difficult, which is what will be explored in this paper. Many teachers, no matter what age range they are teaching, recommend Sudoku as a great way to develop logical reasoning. The complexity of each puzzle can be adapted to fit any age. This is why I want to explore and investigate what is the concept behind solving the puzzles that makes it so fascinating and addictive.... [tags: The Math of Sudoku]
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2002 words (5.7 pages) |
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The Mathematics of Magic - ... An Example. Consider the following example: Spectator Coin Initially Chosen Final Value of Coins A Penny $0.01 + $0.01 = $0.02 B Nickel $0.05 + 2($0.05) = $0.15 C Dime $0.10 + 3($0.10) = $0.40 D Quarter $0.25 + 4(0.25) = $1.25 Let T ≡ the total value of coins left on the table. In the example above: T = $1.96 - $1.82 = $0.14 See if this can be put on one line, disregarding the $1.96 - $1.82. During the first phase of the trick, where the spectators are asked to pick one coin, that is different from every other spectator, T = $1.96 – ($0.01 + $0.05 + $0.10 + $0.25), where T = $1.55.... [tags: magician, coins, spectator] | 626 words (1.8 pages) |
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