Major in Mathematics - Secondary Education Concentration
Mathematics majors in the Secondary Education Concentration are eligible, upon graduation, to apply for certification to teach mathematics for grades 7-12 in the state of Maryland.
The mathematics secondary education concentration requires 119–122 units for completion. Students must complete 52 required units in content courses, 24 required units in Towson UTeach courses, 30 required units in Core Curriculum courses not satisfied by the major, and 13 required units in their final internship and seminar, earning a grade equivalent of 2.00 or higher in each course.
Standards for Teacher Education
The Teacher Education Executive Board, representing all initial teacher education programs at Towson University, utilizes the following minimum requirements as conditions for admission into teacher education programs, maintaining candidate status, and entry into the capstone internship. Programs may include additional requirements for admission into the program and/or the capstone internship.
Educator Preparation Programs (EPP) admit students either as freshmen or as undergraduate transfer students from accredited, post-secondary institutions. During the freshman and sophomore years, students are generally engaged in pre-professional courses or courses that fulfill Core Curriculum requirements, as well as all identified prerequisites (e.g., specific and sequential courses in Core Curriculum) for admission to EPP initial licensure programs.
All EPP undergraduate programs are screened majors. As an integral part of the teaching/learning experience, students work with advisers in a strategic planning process across all years at TU. Accordingly, to support student success, all EPP students are required to confer with their assigned advisers prior to registration each term.
I. PROCEDURES AND REQUIREMENTS FOR ADMISSION TO ALL TEACHER EDUCATION PROGRAMS
- Complete a self-disclosure criminal background form to be submitted to the major department with the application.
- Submit an application for formal admission to the program. Students seeking admission to teacher education programs must contact their department chairperson or program coordinator by 45 units for program-specific procedures and requirements for admission to professional education programs.
-
Meet the Basic Skills Assessment Requirement as defined by the Maryland State Department of Education to be eligible for admission. A student who is admitted to Towson University and in Good Standing but does not meet the Basic Skills Assessment requirement at the time of application to the program can be granted "Conditional Admission" and given one semester as a conditional candidate to satisfy the Basic Skills Assessment requirement. If the conditional candidate does not meet the requirement by the end of the conditional semester, there are two options: 1) the program may recommend the conditional candidate for exemption and if granted, the conditional candidate would be fully admitted to the program or 2) the conditional candidate will not be fully admitted to the program.
II. REQUIREMENTS FOR MAINTAINING CANDIDATE STATUS
- Meet the grade, course, and/or assessment requirement(s) identified by the candidate's specific program.
- At the department’s discretion, a candidate who does not meet the program requirement(s) may continue for one additional semester under probationary status but must satisfy the requirement by the end of the probationary period. If the requirement is not met at the end of the probationary period, the candidate will be dismissed from the program.
- Exhibit behavior that is consistent with the University’s Code of Student Conduct, the Educator Preparation Program’s Professional Behavior Policy, and established professional practice in educational and clinical settings. (see EPP Behavior Policy)
III. PROCEDURES AND REQUIREMENTS FOR ENTRY INTO CAPSTONE INTERNSHIP FOR ALL PROFESSIONAL EDUCATION PROGRAMS.
- Complete a criminal background check as required by the school system in which the internship is located.
- Complete all required coursework.
The Standards were revised and approved in February 1996, May 1998, February 2000, May 2007, May 2008, April 2009, December 2011, November 2012, February 2014, October 2014, February 2015, November 2015, May 2019, February 2020, March 2021, and November 2024.
II. REQUIREMENTS FOR MAINTAINING CANDIDATE STATUS
- Meet the grade, course, and/or assessment requirement(s) identified by the candidate's specific program.
- At the department’s discretion, a candidate who does not meet the program requirement(s) may continue for one additional semester under probationary status, but must satisfy the requirement by the end of the probationary period. If the requirement is not met at the end of the probationary period, the candidate will be dismissed from the program.
- Exhibit behavior that is consistent with the University’s Code of Student Conduct, the Educator Preparation Program’s Professional Behavior Policy, and established professional practice in educational and clinical settings. (see EPP Behavior Policy)
III. PROCEDURES AND REQUIREMENTS FOR ENTRY INTO CAPSTONE INTERNSHIP FOR ALL PROFESSIONAL EDUCATION PROGRAMS.
- Complete a criminal background check as required by the school system in which the internship is located.
- Complete all required coursework.
The Standards were revised and approved in February 1996, May 1998, February 2000, May 2007, May 2008, April 2009, December 2011, November 2012, February 2014, October 2014, February 2015, November 2015, May 2019, February 2020, March 2021, and November 2024.
Curricular requirements may be revised due to changes in state licensure requirements, and therefore, students should work with their adviser to ensure they are following the correct program plan.
Mathematics Major Requirements
All Mathematics majors must take the following required courses.
| Code | Title | Units |
|---|---|---|
| Required Courses | ||
| MATH 265 | ELEMENTARY LINEAR ALGEBRA | 4 |
| MATH 267 | INTRODUCTION TO ABSTRACT MATHEMATICS | 4 |
| MATH 273 | CALCULUS I | 4 |
| MATH 274 | CALCULUS II | 4 |
| MATH 275 | CALCULUS III | 4 |
| Total Units | 20 | |
Mathematics Secondary Education Requirements
In addition to the 20 units of common requirements for all Mathematics majors, the Mathematics Secondary Education concentration requires 29-31 units of concentration requirements and 33-39 units of Towson UTeach course requirements for a total of 82-90 units. MATH 423, MATH 426, SEMS 498 and minimum four additional upper-level courses in the major must be taken at Towson University.
Minimum requirements for admission into teacher education programs, maintaining candidate status and formal entry into the capstone internship are outlined on the Standards for Teacher Education page in the Undergraduate Catalog.
| Code | Title | Units |
|---|---|---|
| Required Courses | ||
| MATH 223 | PEDAGOGICAL CONTENT KNOWLEDGE FOR MIDDLE SCHOOL MATHEMATICS | 2 |
| MATH 310 | FUNCTIONS AND MODELING FOR SECONDARY SCHOOL TEACHERS | 3 |
| MATH 330 | INTRODUCTION TO STATISTICAL METHODS | 4 |
| MATH 353 | EUCLIDEAN AND NON-EUCLIDEAN GEOMETRIES | 3 |
| MATH 369 | INTRODUCTION TO ABSTRACT ALGEBRA | 4 |
| MATH 420 | APPLICATIONS OF TECHNOLOGY FOR SECONDARY SCHOOL TEACHERS | 3 |
| MATH 423 | TEACHING MATHEMATICS IN THE SECONDARY SCHOOLS 1 | 4 |
| Electives | ||
| Select two of the following: | 6-8 | |
| APPLIED COMBINATORICS | ||
| TEACHING ADVANCED PLACEMENT CALCULUS FOR PRESERVICE TEACHERS | ||
or PHYS 242 | GENERAL PHYSICS II CALCULUS-BASED | |
| PROBABILITY | ||
| INTRODUCTION TO MACHINE LEARNING | ||
| REAL ANALYSIS I | ||
| DIFFERENTIAL EQUATIONS | ||
| GRAPH THEORY | ||
| DIFFERENTIAL GEOMETRY | ||
| LINEAR ALGEBRA | ||
| NUMBER THEORY | ||
| ALGEBRAIC STRUCTURES | ||
| COMPLEX ANALYSIS | ||
| TOPOLOGY | ||
| Total Units | 29-31 | |
Towson UTeach Course Requirements
| Code | Title | Units |
|---|---|---|
| SEMS 110 & SEMS 120 | INTRODUCTION TO STEM TEACHING I: INQUIRY APPROACHES TO TEACHING and INTRODUCTION TO STEM TEACHING II: INQUIRY-BASED LESSON DESIGN 2 | 2 |
| or SEMS 130 | INTRODUCTION TO STEM TEACHING I & II COMBINED | |
| SEMS 230 | KNOWING AND LEARNING | 3 |
| Foundation Courses | ||
| SEMS 250 | PERSPECTIVES IN SCIENCE AND MATHEMATICS | 3 |
| SEMS 260 | DIVERSITY AND DIFFERENCE IN THE STEM CLASSROOM | 3 |
| SEMS 340 | CLASSROOM INTERACTIONS | 3 |
| Requirements Open to Formally Admitted Students - Mathematics | ||
| MATH 426 | INTERNSHIP IN SECONDARY EDUCATION - MATHEMATICS 1 | 12 |
| SCED 460 | USING LITERACY IN THE SECONDARY SCHOOLS | 3 |
| SCED 461 | TEACHING LITERACY IN THE SECONDARY CONTENT AREAS | 3 |
| SEMS 430 | SEMINAR IN APPRENTICE TEACHING | 1 |
| SEMS 498 | INTERNSHIP IN MATHEMATICS AND SCIENCE SECONDARY EDUCATION 1 | 6 |
| Total Units | 39 | |
- 1
MATH 423, MATH 426 and SEMS 498 must be taken at Towson University.
- 2
Permission of Towson UTeach Department required to take SEMS 130.
Departmental Honors Program
The Department of Mathematics offers a departmental honors program for students who demonstrate exemplary abilities in mathematics. The program provides students with an opportunity to work closely with faculty mentors in an individual program of research, directed readings and independent study.
Graduation with departmental honors requires a minimum overall cumulative GPA of 3.33, and successful completion of a two-course research sequence and an honors thesis in mathematics (MATH 499). Departmental honors will be posted to the transcript shortly after the bachelor’s degree is conferred.
| Code | Title | Units |
|---|---|---|
| Required Coursework for Departmental Honors in Mathematics | ||
| Research Sequence, Select one of the following: | 6 | |
| READINGS IN MATHEMATICS and RESEARCH IN MATHEMATICS | ||
| READINGS IN MATH EDUCATION and INDEPENDENT STUDY: RESEARCH IN MATHEMATICS EDUCATION | ||
| APPLIED MATHEMATICS LABORATORY I and APPLIED MATHEMATICS LABORATORY II | ||
| Thesis Requirement | ||
| MATH 499 | HONORS THESIS IN MATHEMATICS | 1 |
| Total Units | 7 | |
Sample Four-Year Plan
The selected course sequence below is an example of the simplest path to degree completion. Based on course schedules, student needs, and student choice, individual plans may vary. Students should consult with their adviser to make the most appropriate elective choices and to ensure that they have completed the required number of units (120) to graduate.
| Freshman | |||
|---|---|---|---|
| Term 1 | Units | Term 2 | Units |
| SEMS 230 | 3 | SEMS 110 | 1 |
| MATH 273 (Core 3) | 4 | MATH 265 | 4 |
| Core 1 (or Core 2) | 3 | MATH 274 | 4 |
| Core 4 | 3 | Core 2 (or Core 1) | 3 |
| Core 6 | 3 | Core 7 | 4 |
| 16 | 16 | ||
| Sophomore | |||
| Term 1 | Units | Term 2 | Units |
| SEMS 250 (Core 5) | 3 | SEMS 120 | 1 |
| MATH 267 | 4 | SEMS 260 (Core 13) | 3 |
| MATH 275 | 4 | MATH 223 | 2 |
| Core 10 | 3 | MATH 369 | 4 |
| Core 11 | 3 | Math Content Elective | 3 |
| 17 | 13 | ||
| Junior | |||
| Term 1 | Units | Term 2 | Units |
| SEMS 340 | 3 | SCED 461 | 3 |
| SCED 460 | 3 | MATH 310 (Core 9) | 3 |
| MATH 330 | 4 | Math Content Elective | 3 |
| MATH 353 | 3 | Core 8 | 4 |
| Core 12 | 3 | Core 14 | 3 |
| 16 | 16 | ||
| Senior | |||
| Term 1 | Units | Term 2 | Units |
| SEMS 498 | 6 | MATH 426 | 12 |
| MATH 420 | 3 | SEMS 430 | 1 |
| MATH 423 | 4 | Elective (optional) | 3 |
| Elective (optional) | 3 | ||
| 16 | 16 | ||
| Total Units 126 | |||
Standard 1: Knowing and Understanding Mathematics
Candidates demonstrate and apply understandings of major mathematics concepts, procedures, knowledge, and applications within and among mathematical domains of Number; Algebra and Functions; Calculus; Statistics and Probability; Geometry, Trigonometry, and Measurement.
Standard 1 Components:
- 1a) Essential Concepts in Number
- 1b) Essential Concepts in Algebra and Functions
- 1c) Essential Concepts in Calculus
- 1d) Essential Concepts in Statistics and Probability
- 1e) Essential Concepts in Geometry, Trigonometry, and Measurement
Standard 2: Knowing and Using Mathematical Processes
Candidates demonstrate, within or across mathematical domains, their knowledge of and ability to apply the mathematical processes of problem solving; reason and communicate mathematically; and engage in mathematical modeling. Candidates apply technology appropriately within these mathematical processes.
Standard 2 Components:
- 2a) Problem Solving
- 2b) Reasoning and Communicating
- 2c) Mathematical Modeling and Use of Mathematical Models
Standard 3: Knowing Students and Planning for Mathematical Learning
Candidates use knowledge of students and mathematics to plan rigorous and engaging mathematics instruction supporting students’ access and learning. The mathematics instruction developed provides equitable, culturally responsive opportunities for all students to learn and apply mathematics concepts, skills, and practices.
Standard 3 Components:
- 3a) Student Diversity
- 3b) Students’ Mathematical Strengths
- 3c) Positive Mathematical Identities
Standard 4: Teaching Meaningful Mathematics
Candidates implement effective and equitable teaching practices to support rigorous mathematical learning for a full range of students. Candidates establish rigorous mathematics learning goals, engage students in high cognitive demand learning, use mathematics specific tools and representations, elicit and use student responses, develop conceptual understanding and procedural fluency, and pose purposeful questions to facilitate student discourse.
Standard 4 Components:
- 4a) Establish Rigorous Mathematics Learning Goals
- 4b) Engage Students in High Cognitive Demand Learning
- 4c) Incorporate Mathematics-Specific Tools
- 4d) Use Mathematical Representations
- 4e) Elicit and Use Student Responses
- 4f) Develop Conceptual Understanding and Procedural Fluency
- 4g) Facilitate Discourse
Standard 5: Assessing Impact on Student Learning
Candidates assess and use evidence of students’ learning of rigorous mathematics to improve instruction and subsequent student learning. Candidates analyze learning gains from formal and informal assessments for individual students, the class as a whole, and subgroups of students disaggregated by demographic categories, and they use this information to inform planning and teaching.
Standard 5 Components:
- 5a) Assessing for Learning
- 5b) Analyze Assessment Data
- 5c) Modify Instruction
Standard 6: Social and Professional Context of Mathematics Teaching and Learning
Candidates are reflective mathematics educators who collaborate with colleagues and other stakeholders to grow professionally, to support student learning, and to create more equitable mathematics learning environments.
Standard 6 Components:
- 6a) Promote Equitable Learning Environments
- 6b) Promote Positive Mathematical Identities
- 6c) Engage Families and Community
- 6d) Collaborate with Colleagues
Standard 7: Secondary Field Experiences and Clinical Practice
Effective teachers of secondary mathematics engage in a planned sequence of field experiences and clinical practice in diverse settings under the supervision of experienced and highly qualified mathematics teachers. They develop a broad experiential base of knowledge, skills, effective approaches to mathematics teaching and learning, and professional behaviors across both middle and high school settings that involve a diverse range and varied groupings of students. Candidates experience a full-time student teaching/internship in secondary mathematics supervised by university or college faculty with secondary mathematics teaching experience or equivalent knowledge base.
Standard 7 Components:
- 7a) Design of Field Experiences and Clinical Practice
- 7b) Supervision of Field Experiences