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MTHT 400: Methods of Teaching Secondary Mathematics I
Philosophies, issues, techniques, and styles of teaching high school mathematics. Implications of psychological models. Mathematics in the evolving curriculum. Preparation of lessons. 
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MTHT 401: Methods of Teaching Secondary Mathematics II
Philosophies, issues, techniques and styles of teaching high school mathematics. Preparation of diverse lessons. Supervised teaching experience. 
Professors: Anderson, M
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MTHT 411: Advanced Euclidean Geometry
Axioms for Euclidean geometry are developed based upon reflections. Further concepts in Euclidean geometry which arise from these axioms are explored. 
Professors: Wagreich, P
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MTHT 430: Mathematical Analysis for Teachers I
Basic properties of numbers, functions, graphs, limits, differentiation, continuity, completeness of the system of real numbers. 
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MTHT 435: Abstract Algebra
Sets, properties of integers, groups, rings, fields. Focus on concepts applicable to high school teaching. 
Professors: Klaff, B
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MTHT 438: Educational Practice with Seminar I
The first half of a two-segment sequence of practice teaching, including seminar, to meet certification requirements for teaching in grades six through twelve. 
Professors: Anderson, M
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MTHT 439: Educational Practice with Seminar II
The second half of a two-segment sequence of practice teaching, including seminar, to meet certification requirements for teaching in grades six through twelve. 
Professors: Slaughter, R
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MTHT 450: Concepts and Methods in Elementary and Middle School Mathematics I
Advanced analysis of concept development and teaching methods. Sorting, classifying, counting, number tracks, addition, subtraction, group, place value, length, area and alternative teaching strategies. 
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MTHT 466: Introduction to Calculus and the Graphing Calculator
Problem solving using derivatives, differentials, and their applications followed by integrals and their applications. Maximumminimum problems solved directly by graphing, then by derivatives. 
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MTHT 467: Introduction to Number Theory with Application
Classical topics of elementary number theory and how they pertain to teaching the upper grades. Primes, GCF, LCM, divisibility, floor and ceiling functions, Gaussian Residue, lattices. 
Professors: Saunders, B
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