This site works best with JavaScript enabled. Please enable JavaScript or go to this link if you do not know how.

$49.95
Prix:

Temoignage Destime

(O.W.) "This software is incredible: it allows me to solve any Numerical Analysis problem, typically step by step! Plus: I can carry the program with me at all times."

(B.T.) "NME is Phenomenal. Great application for those crossing over from Calculus to Discrete math, number theory, and Abstract Algebra. I have also perused all of the applications and was thoroughly impressed. This program is a beast, give your programmers a tap on the back for me. You guys have outdone yourselves with this one. the only thing missing in the repertoire is the Abstract Algebra. "

IMAGES

Numerical Analysis Made Easy 3.0

Fonctionne avec

TI92 Plus | TI89 | TI89 Titanium | Voyage 200 |

Acheter

Description

- The most comprehensive Numerical Analysis APP for calculators.
- Step by Step Numerical Integration using Simplex 1/3 and 3/8,

Midpoint, Rectangle or Trapezoid Methods. - Step by Step Interpolation using Conventional way or Lagrange Polynomials
- Step by Step Solving Linear Systems: Gauss Elimination
- Step by Step Simplex Algorithm
- Step by Step Square Root Matrix
- Step by Step Markov Chains
- Step by Step Regression Analysis and Data Analysis
- Step by Step Bisection, Newton and Fixpoint Methods
- Step by Step Quadratic Formula and Completing the Square
- Step by Step Fourier and Taylor Series Analysis
- Step by Step Partial Fractions
- Step by Step RREF : Reduced Row Echelon Method
- Step by Step Eigenvector and Eigenvalue
- Step by Step Fixpoint Method
- Step by Step Newton, Bisection Methods
- Step by Step Gauss Quadrature
- Any type of Statistical Regression
- Numerical Differentiation using the

direct/symmetric/forward/backward

differential quotient, also applied to partial derivatives. - Solve Differential Equations numerically using Euler, Improved Euler with predictor step, Ralston, Heun, Runge Kutta or Midpoint Method
- Regula Falsi, False Position
- Gauss Seidel Method
- Pi Approximation
- Orthogonal Polynomials
- Simpson Method
- Tangent and Secant Lines
- Cholesky, LU and QR Factorization
- Cofactor, Adjugate
- Conversion: Decimal to Binary and Hexadecimal and back.
- Users have boosted their Numerical Analysis knowledge.
- Ideal for quick review in all Numerical Analysis classes.
- Easy to use. Just plug in and the correct answer shows.

Documentation

Your browser does not support iframes.