APEX Calculus - Vectors
Explore 3D space, vectors, dot and cross products, lines, and planes in calculus. Master geometric concepts and their applications in this comprehensive chapter.
APEX Calculus - Functions of Several Variables
Comprehensive exploration of multivariable calculus, covering limits, partial derivatives, chain rule, directional derivatives, and optimization techniques for functions of several variables.
Calculus III
Explore advanced calculus topics including sequences, series, power series, parametric equations, polar coordinates, vectors, and vector-valued functions in three-dimensional space.
Business Calculus
Comprehensive exploration of calculus concepts applied to business, covering functions, derivatives, integrals, and their economic applications.
College Algebra
Comprehensive algebra course covering functions, equations, polynomials, and graphing techniques. Develops problem-solving skills and mathematical reasoning for college-level mathematics.
Accelerated Precalculus
Accelerated precalculus covering advanced topics like trigonometry, matrices, vectors, and conic sections. Ideal for students seeking a comprehensive and fast-paced mathematical foundation.
Special Topics in Linear Algebra
Explore advanced linear algebra topics including least squares approximation, error-correcting codes, functional calculus, affine transformations, stochastic maps, and C*-algebras.
Linear Algebra
Explore vectors, their properties, and operations in 2D and 3D space. Learn dot product, vector angles, and algebraic proofs in this comprehensive introduction to linear algebra.
Multivariable Calculus
Explore vector operations, dot products, and 3D geometry in this comprehensive introduction to multivariable calculus, covering key concepts and practical examples.
Algebra
Master algebra fundamentals, from exponents to functions. Develop problem-solving skills with practical applications in geometry, exponentials, logarithms, and systems of equations.
Calculus 3
Comprehensive exploration of advanced calculus concepts, including vectors, multivariable functions, multiple integrals, and vector fields, with emphasis on theoretical foundations and practical applications.
Transformations of Random Variables
Explore linear transformations, sums, and monotone functions in random variables, enhancing your understanding of probability theory and statistical analysis.
Calculus 1
Comprehensive exploration of calculus fundamentals, covering limits, derivatives, integrals, and their applications through detailed lectures and problem-solving techniques.
Algebra 1 Videos
Comprehensive video tutorials covering essential Algebra 1 concepts, from basic operations to solving equations and word problems, with clear explanations and examples.
College Algebra Videos
Comprehensive video tutorials covering essential algebra concepts, from simplifying expressions to advanced topics like sequences and functions.
PreAlgebra
Master fundamental pre-algebra concepts: real numbers, integers, exponents, order of operations, factors, fractions, and basic algebraic expressions and equations. Gain essential math skills for future studies.
Algebra 1
Master fundamental algebraic concepts: real numbers, equations, inequalities, exponents, polynomials, and factoring. Develop problem-solving skills and build a strong foundation for advanced mathematics.
Algebra 2
Master essential Algebra 2 concepts: graphing, equations, inequalities, systems, radicals, polynomials, and the quadratic formula. Gain practical skills for solving complex mathematical problems.
College Algebra
Master essential algebraic concepts: graphing functions, transformations, polynomials, rational functions, sequences, series, and the binomial theorem. Enhance problem-solving skills and mathematical understanding.
Algebra Word Problem
Master various types of algebra word problems, from number and digit puzzles to real-world applications in speed, mixtures, interest, and geometry.
Matrix Algebra
Master essential matrix algebra concepts, from basic operations to advanced techniques like Gauss elimination, matrix inversion, and Cramer's Rule.