Mathematics, Middle Level (Initial Teacher Licensure)

https://cps.unh.edu/online/academics/post-baccalaureate-teacher-licensure

This Post-Baccalaureate Program is for candidates interested in pursuing teacher licensure. The Post-Baccalaureate Teacher Licensure program is designed for 21st Century Educators, providing an in-depth focus on the critical issues that are transforming the landscape of education - innovation, critical thinking, problem solving and collaboration.

Minimum GPA requirement of 3.0

Required Courses 1
Introductory Level Education Courses
EDC 800Introduction to Clinical Experience1
EDC 817Positive Behavior Guidance and Student Engagement4
EDC 831Aspects of Mathematics Learning4
MTH 801Probability and Statistics4
Intermediate Level Education Courses
EDC 832Reading and Writing in the Mathematics Content Area4
MTH 802Mathematical Proof for Educators4
MTH 803Number Systems4
MTH 804Geometric Structures for Teachers4
MTH 805Calculus I4
MTH 806History of Mathematics4
Advanced Level Education Courses
MTH 808Discrete Mathematics4
MTH 810Algebra Theory for Teachers4
EDC 833Middle Level Mathematics Methods4
EDC 885Culminating Teaching Experience and Seminar4
Total Credits53
1

A minimum grade of B- is required in all Major coursework.

State Licensure Requirements

The following requirements must be completed in order to be recommended to the state for teacher licensure.

  • Basic Academic Skills Assessment (BASA): Pearson Essential Academic Skills or Praxis Core Academic Skills For Educators Exam required. Passing BASA Exam scores or current NH teaching licensure must be submitted prior to completion of EDC 800 Introduction to Clinical Experience to continue with clinical courses.
  • Licensure Exam: Pearson Middle Grades Mathematics Exam required. Students must attempt to pass exam prior to taking the Culminating Teaching Experience & Seminar. Passing exam scores are required for state licensure.

This degree plan is a sample and does not reflect the impact of transfer credit or current course offerings. UNH CPS Online students should develop individual academic plans with their academic advisor during their first semester at UNH.

Sample Course Sequence

Plan of Study Grid
First Year
FallCredits
MTH 801 Probability and Statistics Nonclinical 4
MTH 802 Mathematical Proof for Educators Nonclinical 4
MTH 803 Number Systems 4
MTH 804 Geometric Structures for Teachers 4
 Credits16
Spring
EDC 800 Introduction to Clinical Experience 1
MTH 805 Calculus I 4
EDC 817 Positive Behavior Guidance and Student Engagement Clinical A 4
 Credits9
Summer
MTH 806 History of Mathematics 4
MTH 808 Discrete Mathematics 4
 Credits8
Second Year
Fall
EDC 831 Aspects of Mathematics Learning 4
MTH 810 Algebra Theory for Teachers 4
EDC 832 Reading and Writing in the Mathematics Content Area Clinical A 4
 Credits12
Spring
EDC 833 Middle Level Mathematics Methods 4
EDC 885 Culminating Teaching Experience and Seminar Clinical A 4
 Credits8
 Total Credits53

Note: Only 1 Clinical A course is allowed per term

Program Learning Outcomes

Students will:
  • Be reflective and knowledgeable about learners and are able to employ instructional methods, strategies and technologies to meet the needs of all students;
  • Have a rich understanding of the subject/s that they teach;
  • Employ best practices in the planning, delivery and assessment of instruction to improve learning achievement of Pre-K-12 students.

Mathematics, Middle Level (Teacher Licensure)

Location/Delivery: College of Professional Studies [Online Program]

This program is designed to prepare graduates for professional licensure/certification as follows:

Teacher Licensure

Mathematics, Middle Level

The University of New Hampshire has determined this program meets the educational requirements for licensure/certification in:1
Maine, Massachusetts, New Hampshire, Vermont

Additional information and related resources are available on the Office of the Registrar's website.

1

State specific post-education requirements are subject to change. Students are responsible for confirming these requirements in their state of residence and intended practice.