Quadratics - Stuff with X Squared
Explore quadratic functions, expressions, and equations through transformations, factoring techniques, and problem-solving methods to enhance your algebra skills.
Polynomials and Polynomial Functions
Explore polynomial functions, their properties, operations, and theorems. Learn classification, behavior analysis, factoring techniques, and division methods for a comprehensive understanding.
Matrices
Explore matrix operations and applications, from solving systems of equations to matrix multiplication and division, using a TI-84+ calculator.
Linear Equations - Y = X or Y = MX + B
Explore slope concepts, graphing techniques, and equation forms for linear relationships, featuring special guests and creative teaching methods.
Exponents
Master exponents and exponential functions, covering multiplication, division, properties, growth, decay, and compound interest for a solid algebraic foundation.
Data Analysis
Explore central tendency, data distribution, and statistical concepts using TI-84+ calculators. Learn about sampling methods and survey design for comprehensive data analysis skills.
Algebra 2 Class Topics
Comprehensive review of Algebra 2 concepts, covering sequences, functions, graphing, inequalities, and matrices. Ideal for students seeking to strengthen their algebraic skills.
Statistics
Comprehensive video series covering statistical concepts, Excel applications, matrix algebra, probability, and hypothesis testing for practical data analysis skills.
Econometrics
Comprehensive econometrics course covering regression analysis, time series, heteroscedasticity, autocorrelation, and advanced estimation techniques. Includes practical exercises and exam preparation materials.
Introductory Statistics
Comprehensive introduction to statistics using Excel, covering data analysis, probability, distributions, hypothesis testing, and regression with practical exercises and real-world applications.
Precalculus
Master essential precalculus concepts including functions, trigonometry, and conic sections. Develop problem-solving skills through practical applications and gain a solid foundation for advanced mathematics.
Reasoning with Data
Explore mathematical concepts like convex hulls, expected value, exponential functions, logarithms, and their applications in real-world scenarios such as polling and profit analysis.
Calculus 1 Corequisite
Master essential mathematical concepts including rational expressions, trigonometry, logarithms, and function analysis to build a strong foundation for advanced calculus studies.
Linear Algebra
Comprehensive exploration of linear algebra concepts, from basic equations to advanced topics like eigenvalues and singular value decomposition, with practical applications and proofs.
Math for Society
Explore misleading graphs, convex regions, compactness, polls, expected value, compound interest, exponential functions, and logarithms to enhance your mathematical understanding for real-world applications.
First Year Calculus Videos
Comprehensive video series covering key calculus concepts, from limits to integration techniques, with faculty-led explanations and practical examples for enhanced understanding.
Linear Algebra
Comprehensive exploration of linear algebra concepts, from basic matrix operations to complex numbers, with practical examples and geometric applications.
Integration
Master integration techniques in calculus, including substitution, product of functions, definite integrals, and trigonometric integration. Gain practical skills through numerous examples and applications.
Trigonometry
Explore fundamental trigonometric concepts, from Pythagorean theorem to advanced angle relationships, enhancing your mathematical problem-solving skills and geometric understanding.
Transcendental Functions
Explore transcendental functions, including logarithms and exponentials, through proofs, examples, and problem-solving. Learn derivatives, integrals, and properties of these essential mathematical concepts.
Advanced Calculus - Multivariable Calculus
Comprehensive exploration of advanced calculus concepts, from differential equations to multivariable calculus, including series, vector functions, optimization, and integral theorems.