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Student's use the Pythagorean Theorem to compare the area differences between standard and flat screen TVs.

For students to make connections in algebraic thinking in problem solving situations, it is important they learn to use algebra symbolism to represent known and unknown information. To this end they must express problem solving situations as linear, quadratic, or exponential models. This way of thinking also requires students to model, represent, analyze, and generalize contextualized problems in a variety of problem solving situations as they begin to think algebraically.

Learning algebra is difficult for most students. Ask any student what they are learning in algebra and you will probably receive an answer similar to this (after - Why do I need to know this?). "Using Xs and Ys a lot, a bunch of numbers and symbols, and memorizing a lot of rules." This often comes with learning algebra without connection to anything students can relate to. When students learn basic math, they can make a lot of connections.

A framework is provided for making connections between everyday math problem and solving real world math problems. Connections are made regarding project based learning for teachers new to the process, along with recommendations for teachers who are veterans of project based learning.

Project based learning using all or any of the three online resources offers a dynamic approach to teaching in which students explore real-world problems and challenges.

These management and technical issues include how to name the iPods, recharging , syncing, accessories, play-lists, transferring apps, iTunes account, and many more. Like all technology tools, classroom management is always an issue. Here are a few recommended " Dos" tailored for a classroom set of iPod Touches.

Most of today's students either own or use iPods, iPod Touches, MP3 Players, and computers everyday. These digital tools provide a natural strategy to support student learning - Podcasts!

Both wikis and blogs provide teachers with a a dynamic process for integrating Web 2.0 technology in their science and math classes. These two types of online tools offer students a more engaging process for learning. Both are relatively easy tools which do not require teachers or students to learn any special program tools or computer skills. Their uses and applications are only limited by the vision and purpose for helping students learn.

"Ever wondered how to make science or math flash cards for students to use with their mobile devices? This typically comes about because finding science and math flash cards specific to a particular concept, topic area, or unit is difficult. Often when appropriate flash cards are found, they are too expensive or need modification. Technological advances have uncomplicated the process of making tailor made free flash cards for students."

LiveBinders is a free web 2.0 tool which offers educators the ability to save and organize materials for any class. One advantage of this online service the capability to update a binder anywhere an educator has internet access.

Strategies and techniques are provided regarding the benefits of using digital tools to support teaching and learning in any content area or grade level.

Benefits for creating a classroom environment for student blogging begin with establishing a foundation for their success. Why is this important? Integrating blogs transforms a classroom into a learning community where students become self-directed learners and thinkers. This in turn, causes students to use higher order thinking skills as they create and post entries in their blogs, along with commenting on other student's blogs.

Encouraging students to use critical thinking is more than an extension activity in science and math lessons, it is the basis of true learning. Teaching students how to think critically helps them move beyond basic comprehension and rote memorization. They shift to a new level of increased awareness when calculating, analyzing, problem solving, and evaluating.

Although middle school students may have learned to identify basic place value in earlier grades, most are developmentally ready to delve into the deeper concepts of counting in other bases and the exponential growth of groupings within each increasing place. Just as students can more clearly understand the English language by studying a foreign language, math students can better understand our number system by studying other number systems and/or by creating a new one. Students who construct depth of understanding of place value through exploration will be more fully equipped to expand their mathematical thinking into the realm of decimals and scientific notation. I have chosen to use the term "number system" for this WebQuest rather than "numeration system," because I think it will more successfully link new ideas to the prior knowledge of the middle school students.

Although middle school students may have learned to identify basic place value in earlier grades, most are developmentally ready to delve into the deeper concepts of counting in other bases and the exponential growth of groupings within each increasing place. Just as students can more clearly understand the English language by studying a foreign language, math students can better understand our number system by studying other number systems and/or by creating a new one. Students who construct depth of understanding of place value through exploration will be more fully equipped to expand their mathematical thinking into the realm of decimals and scientific notation. I have chosen to use the term "number system" for this WebQuest rather than "numeration system," because I think it will more successfully link new ideas to the prior knowledge of the middle school students.

Middle School; 6th Grade; Math

Strategies are provided for taking advantage of Wikis to provide opportunities for students to collaborate with other students, share what they have learned, and become a centralized online resource for educators.