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High School Mathematics

Some approaches to teaching high school mathematics desgined to engage the interest of students

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High School Mathematics | mathed.org Reviews
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Some approaches to teaching high school mathematics desgined to engage the interest of students
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High School Mathematics | mathed.org Reviews

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Some approaches to teaching high school mathematics desgined to engage the interest of students

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1

Continous Functions

http://www.mathed.org/continuity.html

A Gentle Introduction to Continuity and Limits. Determining the definition for continuity was a major accomplishment of nineteenth century mathematics. The compactness of the definition belies the effort expended in arriving at it. The French mathematician Augustin Cauchy is credited for the delta and epsilon definition found in calculus courses. Y=2x, 0 x 5. Illustration 1: Example of discontinuity. Let us see how this definition applies to the above example. Suppose we choose δ = 0.1....The values of f...

2

Recreational Math

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Suppose that you manage to find something to purchase that costs less than a dollar. If you have sufficient change in coins to cover the cost, how much more change in coins will you end up with if you pay with a dollar bill than if you paid with the coins? Explain your answer without using algebra. The Most and the Least. This problem is based on a common programming algorithm. For those who have never watched the television quiz show Jeopardy: In the final round of the show, each contestant can wager an...

3

Geometric Series

http://www.mathed.org/geoser2.html

A geometric series has the form S. The equation for the geometric series is:. The first derivation shows how a general formula can be discovered by carefully examining what we already know. The second derivation shows how a result may be discovered serendipitously when examining some other problem. My intention is to present the proofs in such a way that the concept of geometric series and the formula for it will stay with the student. The Geometric Series Everybody Knows. If I asked you to justify your ...

4

Mathematical Induction

http://www.mathed.org/Induction.html

Mathematical induction is a very powerful tool for creating proofs. Because the technique can be a little mystifying when first presented, it helps to have a clear example to illustrate it. Such proofs turns out to be a powerful tool for = generating. How to Get a Proof to Say "And So On". Specifically, the technique of mathematical induction says that = a statement is true for all n if the following two statements can be = shown:. The statement is true for n = 0. X) is defined as:. 1-X)*1 X = 1 =. 1)/ (...

5

Rotations and Revolutions

http://www.mathed.org/Rotations_and_Revolutions.html

I will present this section as a history of my involvement with this principle. I do not do so in order to show off. On the contrary, I think anybody could do what I did. I want to show that mathematics is all around us and that we are all capable of exploring it. You might want to pause for a moment and try this on your own. At the time it seemed obvious that the coin must make a single rotation. I was wrong. The coin makes two rotations. Why should this be? First Attempt at a Solution. I wanted to rela...

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Careers & Further Study. Careers & Further Study. The mission of the BYU Department of Mathematics Education is to prepare excellent teachers, teacher educators, and researchers in mathematics education, in an informed, reflective and continually renewing process. Support Teachers to Develop Productive Classroom Discussion. March 22, 2018. March 12, 2018. Student Research Conference Winners. March 7, 2018. For an abstract on their presentation, please click here. BYU Mathematics Education Association.

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Mathematics Research and Communication

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High School Mathematics

My name is Martin Cohen. I work as a computer programmer. My college education was in mathematics and I have had a lifelong interest in both mathematics and the teaching of it. On this page I present several topics in high school level mathematics. Use of Slide Rule as a Teaching Tool. The Joy of Counting - Introduction to Combinatorics. Gentle Introduction to Continuity. Very good introduction to infinity (couldn't have done better myself). Drexel University Math Forum. Please give me your opinion!

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Mathematics Education | Virginia Tech

Skip to Main Content. A to Z Index. Return to Skip Menu. Return to Skip Menu. The Mathematics Education program at Virginia Tech unites faculty and students from the Mathematics Department and School of Education. Our research focuses on understanding how students learn mathematics, which informs curriculum design, teaching practices, and assessment instruments. We seek to establish equitable learning environments that take advantage of current research and technology. Robert Noyce Scholarship Program.

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Mathematics Education at UT Arlington

Mathematics Education at UT Arlington. This is the home page for mathed.uta.edu. And the mathematics education program at the University of Texas at Arlington. UTA offers courses in mathematics content and pedagogy for prospective teachers at the undergraduate level, as well as graduate degrees for practicing mathematics teachers. Please see below for program faculty and further information on the programs and courses we offer. Secondary grades math educator. Middle grades math educator. This project, fu...

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Mathematics and Education | A slow blog

Easter Eggcorns from The Math Myth. Leave a comment ». For Slate, Evelyn Lamb points out that parts of Andrew Hacker’s book. Are not exactly Easter eggs. Although they function as jokes for numerate people, their humor seems unintended. Instead, they might be dubbed Easter eggcorns. The word eggcorn. Arose from acorn and now means:. A series of words that result from the misunderstanding of a word or phrase as some other word or phrase having a plausible explanation, as. To the manor born. Chapter 8, p&#...

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Mathematics Coaching - Home

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