sexta-feira, 20 de julho de 2012
Principles of Mathematical Problem Solving
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Perimeter
Minta Berry
Crabtree Publishing Company | 2011 | 24 páginas | PDF | 2,62 Mb
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This informative book introduces readers to the concept of perimeter using real-world examples. Readers will learn how to measure the perimeters of familiar places, such as classrooms and football fields, by using addition and multiplication.
password: matav
This informative book introduces readers to the concept of perimeter using real-world examples. Readers will learn how to measure the perimeters of familiar places, such as classrooms and football fields, by using addition and multiplication.
A criança, a matemática e a realidade
Tradução: Maria Lucia Faria Moro
UFPR | 2009 | 324 páginas | PDF | 17 Mb
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O livro apresenta didaticamente a teoria dos campos conceituais para explicar a conceitualização humana em sua aplicação no terreno do ensino e da aprendizagem de conceitos matemáticos fundamentais. É rico em exemplos que ilustram eficientemente os conceitos e as proposições daquela teoria não só para os estudiosos da educação matemática como, sobretudo, para os professores do ensino fundamental e para os formadores desses professores em cursos de licenciatura de matemática e de pedagogia. A respeito de seu autor, o professor Gérard Vergnaud é Doutor em Psicologia – sua tese foi orientada por Jean Piaget – pela Universidade de Paris Sorbonne, onde cumpriu sua carreira como professor. Exerceu, por vários anos, a função de diretor de pesquisa do CNRS (Centre National de Recherches Scientifiques), na área de psicologia do desenvolvimento cognitivo. Atualmente exerce orientação de investigação e docência na área de competências cognitivas em situação escolar e do trabalho, no Laboratório Paragraphe da Universidade de Paris 8.
Discovering Advanced Algebra
Jerald Murdock, Ellen Kamischke, e Eric Kamischke
Key Curriculum Press | 2004 | 873 páginas | pdf | 34 MB
Anos de escolaridade: 10.º a 12.º ano
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Discovering Advanced Algebra helps all learners develop a strong conceptual understanding of Algebra 2. This text uses data analysis to model pure-algebra concepts, derive equations, solve problems, and build skills-all using an investigative approach to learning. The Discovering Advanced Algebra approach improves learning in many ways: • Real data, real-life situations, and real-world applications will help you motivate students and show them the importance of what they are learning. • The sequence of mathematical experiences aids your students in making conceptual connections between the many topics covered in Algebra 2. • Your students will develop and practice skills, such asmultiplying and factoring polynomials and solving many kinds of equations in a wide variety of mathematical settings. • The text also provides regular opportunities for students to practice and review skills learned in previous algebra courses. • Investigations, visual representations, and opportunities for discussion will enable you to integrate multiple teaching modes into your classroom so that visual, auditory, and kinesthetic learners all benefit. • To help you reach all your students, every lesson has a Differentiating Instruction box with suggestions for modifying the lessons for ELL students, students who need extra support, and advanced students. • You can be certain that this diverse approach to teaching will also strengthen students’ understanding and retention of advanced algebra concepts and skills.
The Little Book of Maths Theorems, Theories & Things
Surendra Verma
Orient Publishing | 2008 | 168 páginas | PDF | 3,25 Mb
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Somebody came up to Ralph P Boas, Jr. (1912-92), a distinguished American mathematician, after a talk he had given, and said,'You make mathematics seem like fun.' Boas was inspired to reply: 'If it isn't fun, why do it?'
Mathematics is indeed fun as this little book testifies. This book presents a unique collection of mathematical ideas, theories, theorems, conjectures, rules, facts, equations, formulas, paradoxes, fallacies and puzzles with short, simple and witty explanation that require no background in mathematics. It is peppered with anecdotes, quotes, limericks and poems showing the quirky and amusing side of mathematics and of people who have added, in the words of Roger Bacon (1214-92), 'things to this world which cannot be made known without knowledge of mathematics'.
Álgebra Extraordinaria
Editorial Mir Moscu | 1983 | 88 páginas | PDF | 8 Mb
En Álgebra Extraordinaria se encuentra una muy lúcida exposición del Álgebra de Boole y sus conexiones con el Álgebra de Conjunto y de Proposiciones, así como aplicaciones a Circuitos de Contacto. Este libro refleja la maestría de los Matemáticos Rusos para exponer cuestiones que van más allá de los planes de estudio en la Enseñanza Media, pero de mucho provecho para Profesores y Alumnos de este grado de la enseñanza.
Spanish, Russian (translation)
How Race Car Drivers Use Math
Sheri L. Arroyo
Chelsea Clubhouse | 2009 | 32 Páginas | PDF | 2 Mb
When driving around the oval ring, drivers of race cars need to know much more than how to turn the wheel and avoid other drivers. How Race Car Drivers Use Math puts readers in the driver's seat to show how race car operators use math to calculate speed and fuel usage, judge their safety, and much more.
Concepts and skills emphasized include:
- Number Sense and Operations
- Problem Solving
- Estimation
- Measurement
- Data Analysis.
How Deep Sea Divers Use Math
How Fighter Pilots Use Math
How Astronauts Use Math
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