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F1
Functions |
F2
Linear Systems |
F3
Differential Equations |
F4
More |
F5
Exit |
| 1 |
Fixpoint Method |
Enter Matrix A
(row-wise entry) |
Euler Method |
Regression and Statistics and Markov Chains |
About |
| 2 |
Newton Method |
Enter Matrix B
(row-wise entry) |
Enhanced Euler/Heun Method |
Taylor and Fourier Series |
Exit |
| 3 |
Bisection Method |
View
Matrix A |
Midpoint Method |
Partial Fractions |
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| 4 |
False Position |
View
Matrix B |
Ralston Method |
Synthetic Division |
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| 5 |
Regula Falsi |
Find
k*A |
Runge-Kutta4 Method |
Conversions:
Hexadecimal <-> Binary
<-> Decimals |
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| 6 |
Quadratic Formula |
Find
A+B |
Euler Method
for 2. order DEQ |
Pi Approximation |
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| 7 |
Complete Square to find Zeros |
Find
A-B |
Runge-Kutta4 Method for 2. order DEQ |
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| 8 |
Tangent Line |
Find
A*B |
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| 9 |
Secant Line |
Find
B*A |
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| A |
Interpolation: Conventional and Lagrange Method |
Find
Determinant(A) |
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| B |
Neville Method |
Find
A-1 |
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| C |
Numerical Integration |
Find
rank(A) |
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| D |
Gauss Quadrature |
Find
An |
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| E |
Numerical Differentiation |
Find
Trace of A |
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| F |
Orthogonal Polynomials |
Multiply Row of A |
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| G |
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Multiply Row of A and add to other row |
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| H |
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Multiply Row of A and subtract other row |
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| I |
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Solve AX=B |
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| J |
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Gauss Seidel |
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| K |
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Find
Conjugate of A |
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| L |
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Find
Eigenvalue of A |
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| M |
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Find
Eigenvector of A |
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| N |
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Diagonalization(A) = P*A*P-1 |
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| O |
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Cofactor(A) |
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| P |
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Adjugate(A) |
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| Q |
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Find
Norm of A |
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| R |
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Find
Norm of each Column of A |
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| S |
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Find
RowNorm of A |
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| T |
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Find
RowEchelonForm of A , show steps if desired. |
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| U |
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Find
Reversed RowEchelonForm of A, show steps if desired. |
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| V |
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Gauss Elimination(A) |
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| W |
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QR
Factorization |
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| X |
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LU
Factorization |
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| Y |
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Minor(A) |
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| Z |
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Sarrus(A) |
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Markoff Chains |
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Cholesky(A) |
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Adjoint(A) |
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Simplex(A) |
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SquareRoot Matrix(A) |
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