Mathematics (Grades 5–8)

Effective teachers are leaders who make a positive difference in classrooms, schools, and society.  Education professionals explore what it means to be a teacher leader in today's diverse and changing educational landscape, while gaining expertise in current research-based educational advancements.  They examine their values, beliefs, vision, and mission, and they explore teacher effectiveness in relation to their role in the larger context of the teaching profession. They collaborate in professional learning communities and advocate for students and other educators in order to promote positive social change. They synthesize their learning throughout the course and use this knowledge to enhance professional growth and development.

In this course, education professionals examine classroom curriculum, instruction, and assessment in the context of standards and accountability. The importance of alignment of these components and resulting impact on student learning are emphasized. Educators explore learning theory, learner variables, and the need for differentiation to meet diverse learning needs. Multiple purposes and methods of assessment as well as effective approaches to grading and reporting will be discussed. Using their state or district standards, educators engage in a process for designing standards-driven classroom curriculum, instruction, and assessment that will meet the diverse learning needs of their students. (Prerequisite(s): Endorsement candidates must complete special education endorsement courses and receive a cumulative GPA of 3.0 or higher prior to moving into MS in Education courses.)

To foster high levels of learning and achievement in math, teachers must first have a deep understanding of mathematical concepts and know how best to teach them. In this course,  teachers of K—8 mathematics are introduced to exciting ideas and practices to address their own learning and teaching of mathematics. Authentic and engaging mathematics experiences, including modeling, representing mathematical ideas in multiple ways, and identifying and addressing student misconceptions, are emphasized. Educators engage in effective practices for fostering students' ability to reason, analyze conceptual relationships, and persist in solving challenging problems. Connections across mathematics topics, skills, and levels as well as educational policies that impact the learning and teaching of mathematics are emphasized in this course. The Common Core State Standards for Mathematics, including the Standards for Mathematical Practice, and the National Council for Teachers of Mathematics (NCTM) practices are frameworks for addressing fundamental principles and skills.

In this course, education professionals explore the value of linguistic and cultural diversity and the powerful learning opportunities it affords today's classrooms and schools. They examine their attitudes, beliefs, and biases regarding linguistically and culturally diverse students, families, and communities, and they learn approaches for working together to ensure high levels of learning for all students. Through real-world observations, they assess strategies for ensuring equitable access to high-quality learning experiences. Education professionals also explore effective practices, such as cultural responsiveness, anti-bias curriculum, differentiated instruction, and academic vocabulary development. (Prerequisite(s): Endorsement candidates must complete special education endorsement courses and receive a cumulative GPA of 3.0 or higher prior to moving into MS in Education courses.)

Understanding rational numbers is the foundation for understanding other critical mathematic concepts and their application to everyday life. In this course, middle-level mathematics teachers explore exciting ideas to help students determine appropriate operations for solving problems and becoming more proficient in working with factors, multiples, fractions, decimals, percents, and negative numbers. Teachers develop problem-based activities to engage students in using common algorithms and other mathematical reasoning and sense-making strategies for adding, subtracting, multiplying, and dividing rational numbers. Strategies for estimation and using the number line to represent and solve problems are also provided in this course.