The College of Education conceptual framework guides the curriculum, instruction, and assessment for all initial and advanced professional education programs in the College of Education. This framework comprises a standards-driven, learner-centered, assessment-informed, collaborative approach through which teachers, administrators, and other school personnel develop the knowledge, dispositions, and skills deemed essential for effective professionals.
Standards for Advanced Professionals: The College of Education Standards for Advanced Professionals address the knowledge, dispositions, and skills required for school personnel completing initial and advanced/administrative preparation. These standards present the advanced professional as reflective, inquiry-oriented, cognizant of cultural diversity and individual differences, able to communicate effectively, aware of the research in his/her field, and able to assume leadership responsibilities.
Professional Studies and Research: The professional accesses, reads, and interprets the literature in his/her field and applies information from the research to professional practice.
Theoretical Foundations: The professional understands the theoretical foundations of the profession and applies knowledge of theoretical foundations to professional practice.
Professional Practice: The professional recognizes and addresses current issues in the profession, solves problems encountered in professional practice, and reflects on his/her professional practice and its effects.
Exceptionality and Diversity: The professional addresses issues of exceptionality and cultural diversity in his/her professional practice.
Technology: The professional uses technology in his/her professional practice.
Assessment: The professional uses a variety of formal and informal assessments to evaluate his/her performance and the performance of others.
Management of the Work Environment: The professional creates and maintains a safe and productive work environment.
Leadership: The professional assumes leadership roles in the profession and shares knowledge and expertise with others in the profession and community.
Interpersonal Skills: The professional fosters and maintains positive work relationships and models effective oral and written communication.
Personal Characteristics: The professional displays the beliefs, values, and behaviors that guide the ethical dimensions of professional practice.
Organization of the College of Education
To facilitate student access to advising and other academic support services, the College of Education is organized into four departments: Organizational Learning and Performance, School Psychology and Educational Leadership, Sport Science and Physical Education, and Teaching and Educational Studies. Program descriptions, admission requirements, and program standards for each department are described in the following sections. However, the following are common elements to all master's programs within the College of Education. Requirements for doctoral programs and educational specialists are listed with those programs.
How to Read Course Descriptions
The bolded first line begins with a capitalized abbreviation that designates the subject area followed by the course number and title. The number of credits earned by taking the courses is also displayed.
The course description is a brief summary of the purpose of the course and the topics covered. Any requisite courses are listed and could include the following:
Courses showing the abbreviation “COREQ” require simultaneous registration with each course named as a corequisite.
The abbreviation “PRE-or-COREQ” meansthat each course named may have been taken prior to or may be taken concurrently with the course for which it is required.
Courses showing the abbreviation “PREREQ” require the courses named as prerequisites to have been taken previously.
If the course can be applied towards a General Education Objective, the applicable Objective is listed.
To assist with your academic planning, courses in the Undergraduate Catalog are designated according to the semester they are usually offered. Unanticipated faculty vacancies and academic program changes may affect future course scheduling. Therefore, students should always contact the academic department to verify future course offerings, especially when specific courses are needed for graduation.
The following letters which appear after the course descriptions indicate the anticipated course scheduling:
F = Fall Semester, every year S = Spring Semester, every year Se = Sequential; a series of courses is presented until all have been taught. Su = Summer Semester, every year EF, ES, ESu = Even-numbered years, Fall, Spring, or Summer Semester OF, OS, OSu = Odd-numbered years, Fall, Spring, or Summer Semester D =Students should contact theDepartmentto ask when this course will be offered. R1 = Course is rotated every year, either Fall or Spring R2 = Course is rotated every two years, either Fall or Spring R3 = Course is rotated every three years, either Fall or Spring
EDMT 5570 Teaching Mathematical Thinking Data Analysis and Statistics: 3 semester hours.
This course will explore the mathematical theory underlying data analysis and statistics and student reasoning of data analysis and statistics topics. Topics will include the nature and uses of data, categorical and measurement data, appropriate representations of data, basic concepts of probability, and drawing conclusions from data. Emphasis on enhancing student mathematical development, and increasing participants' content knowledge and instructional practices that promote student understanding.
This course will explore the fundamental mathematical theory underlying the content area of geometry and measurement and student reasoning of geometrical topics. Topics will include geometric visualization, composing and decomposing, congruency and similarity, geometric measurement, common units in geometry, basic geometric figures in different dimensions, plane coordinates, transformations, and geometric constructions. Emphasis will be given to enhancing student mathematical development and increasing content knowledge and instructional practices that promote student understanding.
This course will explore the fundamental mathematical theory underlying the teaching and learning of number and operation as a foundation for algebra as well as structures of algebraic reasoning. Topics will include meanings of operations and how they relate to one another, computation within the number system as a foundation for algebra, the use of mathematical models, and focusing on student thinking. Emphasis will be given to developing concepts for teaching multiplicative thinking, proportional reasoning, and algebraic reasoning.
This course will explore the fundamental mathematical theory underlying the content area of number and operation and student reasoning of number and operation topics within a framework of a student-centered, problem-based classroom. Topics will include number systems, ways of representing numbers, meanings of operations and how they relate to one another, and computation within the number system. Pedagogical topics will focus on attending to student thinking and reasoning through the use of discourse and questioning, professional noticing, and the effective use of manipulatives or other mathematical tools.