- Matrices and Determinants (algebraic operations, the inverse of a matrix, the determinant, rank of a matrix)
- Run a complete analysis of rational functions with derivatives
- Differentiation (partial differentiation) of any functions
- Graphing of any functions

- Linear Combination of several Matrices of the same size
- Product of two Matrices
- A Square Matrix to the n-th (natural number) Power
- Determinant of the Matrix using Gauss algorithm
- Determinant of the Matrix using Laplace expansion
- Determinant of the Matrix using Sarrus’ rule
- Rank of Matrix
- Inverse of Matrix using Determinant
- Inverse of Matrix using Gauss-Jordan Method

- Domain and Range of functions
- x-intercepts and y-intercepts
- Symmetry
- Points of discontinuity
- Vertical asymptotes
- Horizontal asymptotes
- Relative extrema
- Concavity
- Points of inflection

- Complete step by step explanation of the analysis of the function.
- Output of the complete table of the results of the analysis (exactly as provided in Calculus courses).
- Automatic scaling of plot, so that all the critical plotting points and aspects of the graph are demonstrated.
- Complete demonstration of critical aspects of the function (extrema, asymptotes, inflection points, etc.)

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