Our project involves students learning about the values of a natural area in their community and producing a public service announcement and map to show its value and how it could be developed.

We intend this book to act as a guide writ large for would-be champions of OER, that anyone called to action by the example set by our chapter authors might serve as guides themselves. The following chapters tap into the deep experience of practitioners who represent a meaningful cross section of higher education institutions in North America. It is our hope that the examples and discussions presented by our authors will facilitate connections among practitioners, foster the development of best practices for OER adoption and creation, and more importantly, lay a foundation for novel, educational excellence.

OER Passport is a professional development program that takes educators through the process of understanding, finding, developing and sharing Open Educational Resources.

This course trains teachers and students on OER use, reuse, licensing, creation, and sharing by completing the following tasks. The first three tasks lay a solid foundation and provide teachers with the tools to complete the last three tasks which focus on the use, reuse, production, and innovative teaching practices.

Participants can complete the tasks online. There are also files to print/create physical copies of OER Passports that can be used in an offline environment.

The primary purpose of this task is to illustrate that the domain of a function is a property of the function in a specific context and not a property of the formula that represents the function. Similarly, the range of a function arises from the domain by applying the function rule to the input values in the domain. A second purpose would be to illicit and clarify a common misconception, that the domain and range are properties of the formula that represent a function.

In this task, students are able to conjecture about the differences and similarities in the two groups from a strictly visual perspective and then support their comparisons with appropriate measures of center and variability. This will reinforce that much can be gleaned simply from visual comparison of appropriate graphs, particularly those of similar scale.

See how the equation form of Ohm's law relates to a simple circuit. Adjust the voltage and resistance, and see the current change according to Ohm's law. The sizes of the symbols in the equation change to match the circuit diagram.

See how the equation form of Ohm's law relates to a simple circuit. Adjust the voltage and resistance, and see the current change according to Ohm's law. The sizes of the symbols in the equation change to match the circuit diagram.

This game game supports students in counting forward and can be adjusted to support backward counting.

This task acts as a bridge between understanding place value and using strategies based on place value for addition and subtraction.

The OER Toolkit aims to improve equitable access to open learning resources and services to college students by providing a province-wide academic support platform for faculty to use while designing courses and assignments. The Toolkit is a one-stop guide to open educational resources, providing faculty and library staff with tools and information to understand, engage with, create, and sustain OER in their work and practice.

The Toolkit is designed to be used by anyone involved with OER at an academic institution, whether you are part of a team that is collaborating to create OER, a library staff member who is supporting OER development and use, an advocate for OER at your institution, or an instructor seeking to incorporate OER and open pedagogy in the classroom. The primary purpose of this Toolkit is to support faculty and library staff at Ontario colleges; however, it is openly available for use beyond the Ontario college community.

Critical Perspectives on Open Education

Short Description:
This book represents a starting point towards curating and centering marginal voices and non-dominant epistemic stances in open education. It includes the work of 43 diverse authors whose perspectives challenge the dominant hegemony.

Long Description:
Open education is at a critical juncture. It has moved on from its northern roots and is increasingly being challenged from its own periphery. At the same time, it finds itself marginalised and under threat in an educational sector infiltrated by corporate interests. However, rather than bunkering down, becoming blinkered or even complacent, the editors of this volume believe that the voices from the periphery should be amplified. This book represents a starting point towards curating and centering marginal voices and non-dominant epistemic stances in open education, an attempt at critical pluriversalism. It is a curated collection of 38 blog posts, lectures, talks, articles, and other informal works contributed by 43 diverse authors/co-authors and published since 2013. Each of these contributions offers a perspective on open education that can be considered marginal and that challenges the dominant hegemony.

Word Count: 83220

ISBN: 978-1-989014-22-6

(Note: This resource's metadata has been created automatically by reformatting and/or combining the information that the author initially provided as part of a bulk import process.)

The purpose of this task is to help solidify students' understanding of signed numbers as points on a number line and to understand the geometric interpretation of adding and subtracting signed numbers.

This task has students experiment with the operations of addition and multiplication, as they relate to the notions of rationality and irrationality.

Did you ever imagine that you can use light to move a microscopic plastic bead? Explore the forces on the bead or slow time to see the interaction with the laser's electric field. Use the optical tweezers to manipulate a single strand of DNA and explore the physics of tiny molecular motors. Can you get the DNA completely straight or stop the molecular motor?

In this ordering task each number has at most 3 digits so that students have the opportunity to think about how digit placement affects the size of the number.

In this task students must place 4-digit numbers into order from smallest to greatest and greatest to smallest.

The purpose of this task is to extend students' understanding of fraction comparison.

In this task students compare numbers less than 100 to benchmark numbers and learn to build an understanding of the relative magnitude of numbers.

The purpose of this task is to present students with a situation in which they need to divide a whole number by a unit fraction in order to find a solution.

This challenging problem and brainteaser gives students an opportunity to compose and decompose polygons to make rectangles.