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Jean's Math Journal | Just another WordPress.com site

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Jean's Math Journal | Just another WordPress.com site | jmathclass.wordpress.com Reviews

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June | 2010 | Jean's Math Journal

https://jmathclass.wordpress.com/2010/06

Jean's Math Journal. Just another WordPress.com site. Monthly Archives: June 2010. June 30, 2010. What do you remember from math when you were in the early grades? What did you like about math? What didn’t you like? What I remember about math in the early grades was mainly memorizing the addition, subtraction, multiplication and … Continue reading →. June 28, 2010. Hellip; Continue reading →. June 24, 2010. Factoring Quadratics – in Your Own Words. Evaluating our Definitions: Equations and Functions.

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Evaluating our Definitions: Equations and Functions | Jean's Math Journal

https://jmathclass.wordpress.com/2010/07/24/evaluating-our-definitions-equations-and-functions

Jean's Math Journal. Just another WordPress.com site. Factoring Quadratics – in Your Own Words →. Evaluating our Definitions: Equations and Functions. July 24, 2010. I could evaluate whether or not my students grasped the difference between the two by having them respond to the bullets below. Explain how to determine whether an equation is a function. Give an example of an equation which is a function and one that is not a function. How are equations and functions similar? Are all equations, functions?

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5-B-1: The Magic of Proportions | Jean's Math Journal

https://jmathclass.wordpress.com/2010/07/22/5-b-1-the-magic-of-proportions

Jean's Math Journal. Just another WordPress.com site. 5-A-3 My definition of Equations and Functions. 5-D-2: Applets →. 5-B-1: The Magic of Proportions. July 22, 2010. My daughter is saving money to buy a Portable DVD. If she earns $7 every two weeks, how many weeks will it take her to save up enough money to buy the Portable DVD which sells for $91? Amount of money amount of money. Number of weeks number of weeks. 7w = 182 Now solve the equation. Multiply 91 times 2. 7w 182 Divide both sides by 7. In so...

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My Reflection on Math Myths | Jean's Math Journal

https://jmathclass.wordpress.com/2010/07/16/my-reflection-on-math-myths

Jean's Math Journal. Just another WordPress.com site. Translating Pattern Narrative into Formal Language. 5-A-3 My definition of Equations and Functions →. My Reflection on Math Myths. July 16, 2010. Did you encounter any of these myths in your own experience with Math education as a student? If so, which ones? Two math myths I encountered in my own experience with Math education were Boys are naturally better at math than girls and There is always one best way to do a math problem.

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July | 2010 | Jean's Math Journal

https://jmathclass.wordpress.com/2010/07

Jean's Math Journal. Just another WordPress.com site. Monthly Archives: July 2010. Evaluating our Definitions: Equations and Functions. July 24, 2010. After reviewing my classmates’ posts, I would alter my definitions a little. I would include on my definition for equation that an equation is either numeric or algebraic. Then with the examples I had given, I could place them under … Continue reading →. July 24, 2010. 5-B-1: The Magic of Proportions. July 22, 2010. July 21, 2010. July 16, 2010. Translatin...

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5-A-3 My Definition of Equations and Functions | Commale's Blog

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Just another WordPress.com site. 4-D-1 My Reflection on Math Myths. 5-A-4 Evaluating Our Definitions of Equations and Functions. 5-A-3 My Definition of Equations and Functions. July 21, 2010. 5-A-3 My Definition of Equations and Functions. By: L Anthony Commale III. A mathematical sentence that uses an equal sign to state that two expressions are equal. An equation is either numeric or algebraic. Jul 24, 2010. Leave a Reply Cancel reply. Enter your comment here. Address never made public). Translating Pa...

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5-B-1 The Magic of Proportions | Miss Devine 201's Blog

https://missdevine201.wordpress.com/2010/07/21/5-b-1-the-magic-of-proportions

Miss Devine 201's Blog. Just another WordPress.com site. 5-B-1 The Magic of Proportions. You received $150 for your birthday. You would like to buy as many video games as your can with that money. If one video game costs $50, how many video games can you buy? Cross multiply: 1x 150 and 50 x X. Divide: 150 / 50. X= 3 Video Games. Cross multiply: 1x 20 and 5 x X. Divide: 20 / 5. X= 4 packs of Silly Bandz. Posted July 21, 2010 by missdevine201. Laquo; 5-A-4 Evaluating our Definitions: Equations and Functions.

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