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         Communicating Math:     more detail
  1. Communicating With a Computer (School Mathematics Project Handbooks) by A. B. Bolt, 1970-05-28
  2. Communicating Design (Collins Real-world Technology) by M. Finney, Val Charles, 1995-03-22
  3. Show and Tell: Representing and Communicating Mathematical Ideas in K-2 Classrooms by Linda Schulman Dacey, Rebeka Eston, 2002-08-15
  4. Communicating Design by Tom Baird, 1990-01-09
  5. Communicating Information: GCSE Unit Guide (Science, the Salters' Approach) by Science Education Group University of York, 1997-05-15
  6. One, Two, Three....: Making Choices, Communicating, Predicting: Using and Applying Mathematics by Shropshire Mathematics Centre, 1989-12
  7. Magical Maths: A Set of Fun and Novel 'mathemagical' Activities and 'arithmetricks' to Stimulate Problem Solving, Communicating and Reasoning Skills (Through ... Data): Pupil's Activity Book Bk. 1 (Dr Mark) by Mark Biddiss, 2005-09
  8. Engineering Design: A Materials and Processing Approach by George Dieter, 1999-08-11
  9. Show and Tell: Representing and Communicating Mathematical Ideas in K-2 Classroo by Linda Schulman Dacey~Rebeka Eston, 2002-01-01
  10. Dr.Mark's Magical Maths: No. 2: A Set of Fun and Novel Mathemagical Activities and Arithmetricks to Stimulate Problem Solving, Communicating and Reasoning ... and Measures; and Handling Data) (Dr Mark) by Mark Biddiss, 2007-02

81. NJIT: C2Prism: Communicating Science And Mathematics
Communicating Science and Mathematics GK12 Teacher Professional Development Workshops. Honored Guests Dr. Gayle Griffin, Assistant Superintendent,
My NJIT CALENDAR DIRECTORY A-Z LINKS ... CONTACT US Search About Admissions Academics Student Life ... Home Communicating Science and Mathematics
Communicating Science and Mathematics: GK-12 Teacher Professional Development Workshops
Honored Guests
Dr. Gayle Griffin, Assistant Superintendent, Newark Public Schools
Dr. Priscilla Nelson, Provost, New Jersey Institute of Technology
Dr. Sonia Ortega, Program Officer, NSF/GK-12
Mr. Kevin Swanson, Einstein Educator Fellow, NSF/DGE/GK-12
Dr. Sheila R. Vaidya, Drexel University, Robert Noyce Teacher Scholarship Program
Keynote Speaker
John Horgan

JOHN HORGAN is a science journalist and Director of the Center for Science Writings at the Stevens Institute of Technology, Hoboken, New Jersey. A former senior writer at Scientific American (1986-1997), he has also written for The New York Times, Time, Newsweek, The Washington Post, The Los Angeles Times, The New Republic, Slate, Discover, The London Times, The Times Literary Supplement, New Scientist, and other publications around the world. He blogs for the Center for Science Writings and for

82. Quality Teacher Development By Sue O'Connell | Math Books And Math Resources For
Exploring the Role of Communication; 2. Setting the Stage for Communicating in Math Class; 3. Providing a Context for Math Talk; 4. Orchestrating Math Talk
Home Contact Contact Us Message Books Audio and Video Books and Video Teacher Resources
Sue's teacher resource publications provide engaging classroom activities that guide students towards meeting today's standards. The activities are motivating and meaningful, and are based on the National Council of Teachers of Mathematics (NCTM) Standards. The books strongly encourage a teaching style that incorporates problem solving, reasoning, communication, representation, and connections into daily math activities. Available through Heinemann Publishing Company:
Order Information:
Phone - 1-800-225-5800
Fax – 603-431-2214
Online –
Now I Get It: Strategies for Building Confident and Competent Mathematicians, K-6 (includes a CD filled with teacher resources) ISBN# 0-325-00766-7 This book is a practical handbook for the teaching of mathematics in grades K-6, offering countless ideas for balancing your math program, refining your students’ math understanding, and enhancing your math teaching. Chapter topics include:
  • balancing the teaching of computation and problem solving developing math concepts through manipulatives using children’s literature to teach concepts in context differentiating math instruction incorporating math talk and writing into classroom lessons

Along with a wealth of ideas for classroom activities, the book includes a CD with over 100 pages of resources to support teachers as they implement the ideas including:

83. Teaching Math: Grades 6-8: Communication
As you do the problems, think about how you are approaching each problem, what difficulties you are encountering, and how you are communicating your
Exploring Communication Introduction Problem: Shaded/Unshaded Circles Solution: Shaded/Unshaded Circles Talking About the Problem Representing Fractions with Rods Other Denominators Modeling Operations Try It Yourself: Cuisenaire Rods Problem Reflection ... Your Journal
Rational numbers are a "ratio" of one value to another. It's common to think of a fraction as a statement of some number of parts of a particular whole. When working with fractions, it's helpful to think about how to define that "whole" so that various fractional parts can be seen on a common scale.
To help you visualize this, in this section you will learn to represent fractions with Cuisenaire Rods and then see how to use these rods to perform operations with fractions. As you do the problems, think about how you are approaching each problem, what difficulties you are encountering, and how you are communicating your thinking.
Here is a set of Cuisenaire Rods:
In order to represent fractions with these rods, you need to choose a rod to serve as a unit (in other words, to represent the whole, or the value "1"). The rule is that you must be able to represent the rod you choose with at least one single-color two-car "train" of the same length, built out of shorter rods (with no pieces left over). This allows you to use the rods to do computations with fractions.
For example, if you want to do computations with halves, the shortest rod you can use to represent "1" is red you can make a two-car one-color train out of white rods that is the same length as a red. In this case, each white rod represents a half:

MATH COMMUNICATION A NOTE TO SECONDYEAR ALGEBRA STUDENTS When you do this, you are not giving yourself any useful training in communicating.
Sanderson M. Smith Home About Sanderson Smith Writings and Reflections Algebra 2 ... Forum MATH COMMUNICATION: A NOTE TO SECOND-YEAR ALGEBRA STUDENTS I do hope that you believe that I want you to learn (not memorize) mathematics, feel good about learning mathematics, realize the importance of mathematics, and become effective readers and writers of mathematics. As you know, I view mathematics as a language. It is, in my opinion, the language of the universe that we inhabit. The creator of the universe, the force behind the universe, or whatever you think governs the universe, is a mathematician. I don't know if the amazing laws of mathematics are created or discovered, but the fact remains that mathematics rules the universe. If you've been following the math history tidbits, you know that Pythagoras (500 B.C.) and the Pythagoreans were the first to realize this. Plato (400 B. C.) believed in an external world of mathematical truths, and that humans simply discover mathematical laws that already exist in this other world. Some other schools of thought do not accept the external world idea, and argue that humans use their mind to create mathematics. The intuitionist philosopher Immanuel Kant (1724-1804) totally rejected Platonism, arguing that mathematics is not inherent in the physical world, but rather comes directly from the human mind.

85. Mathematics
Technical Communication I (MATH215). This course aims to enhance mathematics and computer science students proficiency and comfort in orally communicating
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Course Catalog 2010-2011
Faculty Departmental Guidelines and Goals Mathematics Majors Mathematics Minor ... Course Offerings
Associate Professor Matthew Neal, Chair Professors Daniel D. Bonar, Todd H. Feil, Michael D. Westmoreland; Associate Professors Lewis D. Ludwig, Matthew Neal; Assistant Professors William (Andy) Lorenz, Sarah Rundell; Visiting Instructor Timothy DeGenero; Academic Administrative Assistant Dee Ghiloni
Departmental Guidelines and Goals
The Mathematics curriculum is designed so that students will have a sound theoretical understanding of mathematics and an understanding of a variety of applications of mathematics. The study of mathematics is a challenging activity that sharpens logical reasoning and improves problem solving skills. Students interested in Mathematics should take 123-124 followed by 231 and 232 by the end of the sophomore year. Prospective mathematics majors or minors should also take 210 the first semester of the sophomore year. For research opportunities in mathematics see the Oak Ridge Science Semester described at Summer research opportunities may also be available on campus.

86. Word Document Communicating Mathematics With WinPlot And MathType
File Format Microsoft Word View as HTML
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87. AJET 21(3) Smith And Ferguson (2005) - Student Attrition In Mathematics E-learni
by GG Smith 2005 - Cited by 13 - Related articles
Australasian Journal of Educational Technology
Student attrition in mathematics e-learning
Glenn Gordon Smith
University of South Florida

David Ferguson
Stony Brook University, New York
Qualitative studies indicate that mathematics does not work well in e-learning. The current study used quantitative methods to investigate more objectively the extent of problems with mathematics in e-learning. The authors used student attrition as a simple measure of student satisfaction and course viability in two studies, one investigating attrition in e-learning and a second comparison study of attrition in face to face courses. In e-learning, attrition (drop out rate) was significantly higher for math courses versus non-math. For face to face courses, attrition rates for math versus non-math courses were nearly equal. The authors suggest reasons for high student attrition in math e-learning. Online student populations are different from their face to face peers. E-learning systems are poorly adapted to mathematics.
math Instructors participating in this needs assessment consistently complained that the common course management systems did not provide adequate support for math notation and diagrams, the very building blocks of math communication. In order to get math notation into online documents, instructors had to go through a three step process: 1) Use their word processor (Microsoft

88. Solar System Math
File Format PDF/Adobe Acrobat Quick View

89. Science Processes - Communicating - - KwizNET Math/Science/English Homeschool/Af
Upper Elementary Science II Curriculum - Science Processes - Communicating - Math English Homeschool/Afterschool/Tutoring Educational Programs.

90. Raising Readers And Writers » Communicating In Math
Last year I started doing math workshop and fell in love with teaching math all over again. I felt for the first time that I was able to meet all of my

91. Improving Math Communication - On The Write Path Improving
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92. Abstracts For The Evolution Of Mathematical Communication In The Age Of Digital
Jun 9, 2007 The core purpose of the OMDoc format is to enable communication of mathematics in the large. Most current representation formats for
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93. Making Mathematics Accessible
MathPlayer 2 contains a demonstration of our ideas for communicating an audio description of the math to a screen reader. Most screen readers will work with

94. JSTOR: An Error Occurred Setting Your User Cookie
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95. 2004 Phoenix Joint Mathematics - Activities Of Other Organizations
Math on the Web, Wednesday to Saturday, various times. The problem of communicating Math on the Web is really no different than communicating math via other

December 17, 2003 Several organizations or special groups are having receptions or other social events. Please see "Social Events" for details. Association for Symbolic Logic (ASL) This two-day program on Friday and Saturday will include sessions of contributed papers and Invited Addresses by: Matt Foreman , University of California Irvine, Canonical Structure in the Universe of Set Theory , 2:00 p.m. Saturday; Steve Jackson , University of North Texas, Supercompactness measures , 10:00 a.m. Saturday; Byunghan Kim , Massachusetts Institute of Technology, The type-definable group configuration under the generalized type-amalgamation , 3:30 p.m. Friday; Julia Knight , University of Notre Dame, Computable classification , 9:00 a.m. Saturday;

96. Talking About Health; Why Health Communication Matters » What Is Math Anxiety A
Mar 16, 2010 What is math anxiety and what s it got to do with my health? . we use what we know about health communication to support profit motives

97. Constructed Response In Mathematics, Part I Don T Be Fooled By
File Format PDF/Adobe Acrobat Quick View response part 1.pdf

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