Welcome to the UnboundEd Mathematics Guide series! These guides are designed to explain what new, high standards for mathematics say about what students should learn in each grade, and what they mean for curriculum and instruction. This guide, the first for Grade 2, includes three parts. The first part gives a “tour” of the standards for the first two clusters ofOperations & Algebraic Thinking (2.OA.A and 2.OA.B) using freely available online resources that you can use or adapt for your class. The second part shows how Operations & Algebraic Thinking relate to representing and interpreting data in Grade 2 (2.MD.D). And the third part explains where the skills and understandings within 2.OA and 2.OA.B are situated in the progression of learning in Grades K-2. Throughout all of our guides, we include a large number of sample math problems. We strongly suggest tackling these problems yourself to help best understand the methods and strategies weÂ’re covering, and the potential challenges your students might face.Â

This document was prepared by the Professionalism Rubric Task Force in support of the 2016-2020 Master Academic Planning Goal #2: Professional Fluency at Lake Superior College in Duluth, Minnesota. It contains a rubric on professionalism, teaching strategies for the four aspects of professionalism on which the rubric is focused (Written and Oral Communication, Timeliness, Respect, and Taking Personal Responsibility), and appendices.

This document is an adaptation for online coursework of an original document prepared by the Professionalism Rubric Task Force in support of the 2016-2020 Master Academic Planning Goal #2: Professional Fluency at Lake Superior College in Duluth, Minnesota. It contains a rubric on professionalism, teaching strategies for the four aspects of professionalism on which the rubric is focused (Written and Oral Communication, Timeliness, Respect, and Taking Personal Responsibility), and appendices.

This is a 3-unit 6 week course on quantitative history.  It is designed to facilitate intersectional learning with a focus on families and communities.  It includes equity in education.  The OER is intended to be taught by teacher education faculty to teacher candidates in educator preparation programs.  The Equity Rubric for OER Evaluation was also used to guide design:  Key features are access, identities, funds of knowledge, value, meaning construction, perspective, equity & inclusion, empathy, divergence, pluralism, intersectionality, connections, and engagement. 

Welcome to the UnboundEd Mathematics Guide series! These guides are designed to explain what new, high standards for mathematics say about what students should learn in each grade, and what they mean for curriculum and instruction. This guide, the first for Grade 7, includes three parts. The first part gives a “tour” of the standards for Ratios & Proportional Relationships using freely available online resources that you can use or adapt for your class. The second part shows how Ratios & Proportional Relationships relate to other concepts in Grade 7. And the third part explains where Ratios & Proportional Relationships are situated in the progression of learning from Grades 3-8.

This Module features the Self-Regulated Strategy Development (SRSD) model, which outlines the six steps required to effectively implement any instructional strategy and emphasizes the time and effort required to do so (est. completion time: 1 hour).

This Module examines some of the reasons that adolescents struggle with content-area text and overviews effective strategies teachers can use to improve the vocabulary and comprehension skills of students with a wide range of abilities and across a variety of subjects (est. completion time: 1.5 hours).

To complete the course ECUR 415.3: Current Issues in EAL, students are required to submit a final paper that reflects their growing knowledge about English as an Additional Language (EAL). EAL is the term used in Saskatchewan to describe students who speak languages other than English and require adequate levels of English to be successful with the school curriculum.

Most students enrolled in the online course ECUR 415 are practicing teachers who are working toward a Post-Degree Certificate in EAL Education (PDCEAL), while continuing to live and work in various locations both within and outside of the province. The certificate program, offered through the College of Education, University of Saskatchewan, is recognized by provincial education authorities as being equivalent to one full year of post-degree study. As such, the certificate equips teachers with the knowledge and expertise to be considered teacher-specialists of EAL Education. The course ECUR 415 also attracts some pre-service teachers who are pursuing a Bachelor of Education degree and have an interest in EAL Education.

This volume builds on Scholarship of Teaching and Learning research to showcase a wide range of IR teaching and learning frameworks. Contributors explore their signature pedagogies relevant to the study and practice of teaching IR by detailing how pedagogical practices and their underlying assumptions influence how we teach and impart knowledge. Authors critically engage with their approaches by exploring the following questions: What concrete and practical acts of teaching and learning do we employ? What implicit and explicit assumptions do we impart to students about the world of politics? What values and beliefs about professional attitudes and dispositions do we foster and in preparing students for a wide range of possible careers? Authors, as such, provide educators, students, and practitioners’ pedagogical insights and practical ways for developing their own teaching and learning approaches.

This textbook provides information on the practice of teaching special education in the secondary schools. Research-based practices are explained for supporting student functioning in language arts, math, and other content areas. Specifically, the eight chapters address: (1) Introduction to secondary special education; (2) Curriculum-based measures to inform learning; (3) Strategies for working in a co-teaching environment; (4) Strategies for improving student behavior; (5) Strategies to support post-secondary transition; (6) Strategies for improving student outcomes in reading; (7) Strategies improving student outcomes in writing; and (8) Strategies for improving student outcomes in math.

We encourage students to adopt a growth mindset about their own learning, and at the same time, in support of school accountability and standards-based instruction, we are also faced with identifying learning gaps and deficits. Unfortunately, once those gaps are identified, we tend to focus on what students are not capable of. This strategy will help you to truly value students by shifting the focus to their strengths and how those assets can help students to develop further. Modeling a growth mindset by identifying, highlighting, and building on students' strengths, and authentically celebrating their successes helps students to continually focus on what's possible as they set goals, and decide next steps as they pursue learning opportunities.

When you need an example written by a student, check out our vast collection of student models for grades 1-12. Search by grade level or mode of writing such as “explanatory,” “persuasive,” or "narrative."

This practice guide will help teachers explain, demonstrate and model learning content explicitly in ways that manage cognitive load to support students with building foundational knowledge before they practise independently.

This practice guide will help you understand ways to:

*explain, demonstrate and model the content of learning so students can practise and acquire new knowledge and skills
*minimise the risk of cognitive overload that could interfere with students’ retention of new knowledge and skills
*support students in drawing on their foundation of knowledge and skills to build a deeper understanding, before undertaking more complex tasks with less guidance.

Within the rapidly expanding field of educational technology, learners and educators must confront a seemingly overwhelming selection of tools designed to deliver and facilitate both online and blended learning. Many of these tools assume that learning is configured and delivered in closed contexts, through learning management systems (LMS). However, while traditional "classroom" learning is by no means obsolete, networked learning is in the ascendant. A foundational method in online and blended education, as well as the most common means of informal and self-directed learning, networked learning is rapidly becoming the dominant mode of teaching as well as learning.

In Teaching Crowds, Dron and Anderson introduce a new model for understanding and exploiting the pedagogical potential of Web-based technologies, one that rests on connections — on networks and collectives — rather than on separations. Recognizing that online learning both demands and affords new models of teaching and learning, the authors show how learners can engage with social media platforms to create an unbounded field of emergent connections. These connections empower learners, allowing them to draw from one another’s expertise to formulate and fulfill their own educational goals. In an increasingly networked world, developing such skills will, they argue, better prepare students to become self-directed, lifelong learners.

Teaching Mathematics is nothing less than a mathematical manifesto. Arising in response to a limited National Curriculum, and engaged with secondary schooling for those aged 11 ̶ 14 (Key Stage 3) in particular, this handbook for teachers will help them broaden and enrich their students’ mathematical education. It avoids specifying how to teach, and focuses instead on the central principles and concepts that need to be borne in mind by all teachers and textbook authors—but which are little appreciated in the UK at present.
This study is aimed at anyone who would like to think more deeply about the discipline of ‘elementary mathematics’, in England and Wales and anywhere else. By analysing and supplementing the current curriculum, Teaching Mathematics provides food for thought for all those involved in school mathematics, whether as aspiring teachers or as experienced professionals. It challenges us all to reflect upon what it is that makes secondary school mathematics educationally, culturally, and socially important.

This is a template for an inquiry project in a senior level early childhood course.  

Slides for teacher training about writing effective learning outcomes for instructional materials / events.

Do you want to inspire your students to write great narratives, essays, and reports? Check out these grade-specific writing topics organized by mode (explanatory, creative, and so on). Or search for writing topics that relate to a theme, such as “life” or “animals” or “family.”