My Background
Personal Profile
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Education
University of Nevada Las Vegas
M.S. Mathematics
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B.S. Mathematics
Elizabethtown College
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2015
2009
Course Experience
MATH 95M Mastery of Elementary Algebra
Mastery-based course of basic math content through Elementary Algebra. Topics include arithmetic and algebraic concept, solving linear equations and inequalities, polynomials and factoring, and exponents.
MATH 96 Intermediate Algebra
Topics include polynomial and rational expressions, linear equations, linear inequalities, exponents and radicals, quadratic equations, relations and their graphs, and systems of equations.
MATH 120/120E Fundamentals of College Mathematics
Sets, logic; probability, statistics; consumer mathematics; variation; geometry and trigonometry for measurement; linear, quadratic, exponential and logarithmic functions. Emphasis on problem solving and applications.
MATH 124 College Algebra
Equations and inequalities; relations and functions; linear, quadratic, polynomial, exponential, and logarithm functions; systems of linear equations and inequalities; matrices; sequences and series; binomial theorem.
MATH 126 Pre-Calculus Mathematics I
Topics include fundamentals of algebra, functions and graphs, polynomial, rational, exponential and logarithmic functions, and systems of linear equations.
MATH 127 Pre-Calculus Mathematics II
Topics include circular functions, trigonometric identities and equations, conic sections, complex numbers, and discrete algebra.
MATH 181 Calculus I
Differentiation and integration of algebraic and transcendental functions, with applications.
MATH 182 Calculus II
Further applications and techniques of integration including integration by parts, sequences and series, polynomial approximations.
MATH 283 Calculus III
Vectors; differentiation and integration of vector valued functions; multivariable calculus; partial derivatives; multiple integrals and applications; line, surface and volume integrals; Green’s theorem; divergence theorem; and Stoke’s theorem.
MATH 480/680 College Geometry
Study of advanced geometrical topics using the methods of proof of elementary geometry. Topics include axiom systems, models, independence, consistency; incidence, distance, congruence, convexity; inequalities, parallels, perpendiculars, hyperbolic and spherical geometry, Platonic solids.