Program Learning Outcomes



Students will be able to

  1. Demonstrate an understanding of the common body of knowledge in mathematics.
  • Demonstrate an understanding of elementary number theory.
  • Demonstrate an ability to connect geometry to other strands of mathematics and use it to solve problems.
  • Demonstrate an ability to use methods of proof to prove theorems and verify conjectures.
  • Demonstrate an understanding of differential and integral calculus.
  1. Demonstrates an understanding of pedagogical content knowledge, technology and perfectible assessment.
  2. Demonstrate the ability to think critically, research scientifically, and become modern and up-to-date.
  3. Understands the interrelationship of human development, cognition, and culture and their impact on learning.
  4. Demonstrate the ability to apply analytical and theoretical skills to model and solve mathematical problems.
  5. Demonstrate the ability to effectively use a variety of teaching technologies and techniques and classroom strategies to positively influence student learning.
  6. Understands how to form connections among educators, families, and the larger community to promote equity and access to education for his/her students.
  7. Understands assessment and evaluation of student performance and learning and program effectiveness.

Communicates effectively and works collaboratively within the context of a global society.