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This curriculum is designed to give teachers a comprehensive set of tools to educate students about copyright while incorporating activities that exercise a variety of learning skills. Lesson topics include: the history of copyright law; the relationship between copyright and innovation; fair use and its relationship to remix culture; peer-to-peer file sharing; and the interests of the stakeholders that ultimately affect how copyright is interpreted by copyright owners, consumers, courts, lawmakers, and technology innovators.

One more. Thanks for sharing I've put links to other learning platform tools & resources here - http://www.pinterest.com/fabriziobartoli/lms/ - if they can be of any interest... - Though I think probably Schoology remains at present the best choice for teachers among free learning platforms. Cheers!

Your gateway to innovative, standards-based online resources for teaching and learning American history, designed and developed by the National Museum of American History as part of Verizon's thinkfinity.org consortium. Explore the rich resources of the Museum and bring history to life with artifacts, primary sources, and online tools for the classroom, afterschool programs, and home.

It's my experience that people forget that these are a learning process and not better over worse ways to teach.

If you're already an educator, a simple 120 hour course to learn how to teach English as a foreign language could land you a job nearly anywhere in the world.

Very well compiled list of steps to follow if you are teaching an online course.

How might we shape that culture and how will we understand the many forces at work? Understanding the culture of class or perhaps even a school is an important element of our teaching but realising the complexity of this task must come first.

With the end of the year approaching and holidays looming for some now is the ideal time to share some suggestions for books and papers to read. A great book can provide the inspiration required to begin the new year positively and this list includes some of my favourites from 2015.

With the Christmas Holiday's finally here this is the perfect opportunity to catch up on some of that reading which has been delayed while more pressing matters are dealt with. Here are the top items on my holiday reading list. With a project underway that explores a conceptual based approach to teaching mathematics there is a bias in that direction. 

The shift away from teaching for the rote memorisation of prescribed methods requires teachers to rethink their approach to the discipline. With this new pedagogy comes a need to understand the processes of mathematical thinking in ways not previously required. When we require our students to be able to reason and problem-solve through unique challenges we also require our teachers to have an understanding of the mathematical moves that their learners are likely to call upon.

We rely on an assessment measure without taking a close look at what it is measuring and we obfuscate the information we need to evaluate the utility of these measures by reducing the results to numerical values.

Sometimes, it seems the class you are teaching is more than you can cope with. The truth is all teachers face times like this. The sad part is that many good teachers decide that the best move for them in these times is to leave the profession; a trend we need to fix. 

Despite this being a 'thinking' conference, despite us all being advocates for structured and scaffolded models of thinking, not one group had applied any thinking routines, utilised a collaborative planning protocol or talked about applying an inquiry model or design thinking cycle. It wasn't that we didn't know about them. It wasn't that we don't know how to use them. It wasn't that we don't value them. We had all the knowledge we could desire on the how to and the why of a broad set of thinking tools and anyone of these would have enhanced the process, but we did not use any of them. Why was this the case and what does this reveal about our teaching of these methods to our students?

Reasoning is at the heart of mathematical thinking. It is what mathematicians do. But how do we teach it?

The consistent message is that we are preparing our students for success in a world very different to that which was the norm only a short time ago. The implications of this change are immense and require a shift in our thinking about what matters most in our classrooms. Such is the pace of change that within any school there will be multiple generations who normalise different perspective on technology and its place in their lives. What becomes clear that the skills we most need within our schools at every level are those which are critical for individuals to be empowered, self-navigating learners. But what does this mean in practical terms?