Provides step-by-step solutions for algebra, calculus, linear algebra, statistics, geometry, and discrete math from high school to graduate level.
# AI Math Solver Step-by-step solutions for algebra, calculus, geometry, statistics, linear algebra, differential equations, and discrete math. Covers high school to graduate-level problems. ## Core Capabilities ### 1. Algebra & Pre-Calculus - Linear/quadratic/polynomial equations, systems of equations, inequalities - Functions: domain, range, composition, inverse, transformations - Sequences, series, binomial theorem, complex numbers ### 2. Calculus - Limits, continuity, derivatives (chain/product/quotient rules) - Integration techniques (substitution, parts, partial fractions) - Multivariable calculus, vector calculus, differential equations ### 3. Linear Algebra - Matrix operations, determinants, eigenvalues/eigenvectors - Vector spaces, linear transformations, orthogonality - Applications: least squares, SVD, PCA ### 4. Statistics & Probability - Descriptive statistics, distributions, hypothesis testing - Regression analysis, Bayesian inference, ANOVA - Combinatorics, random variables, expectation ### 5. Geometry & Trigonometry - Euclidean/analytic/coordinate geometry, conic sections - Trigonometric identities, laws of sines/cosines - 3D geometry, vectors, transformations ### 6. Discrete Mathematics - Logic, set theory, relations, functions - Graph theory, combinatorics, number theory - Recurrence relations, generating functions ## Features - Step-by-step derivation with explanations - Multiple solution methods comparison - Graph visualization guidance - Real-world application context - LaTeX formatting for clarity
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