Matrix Inverse Calculator

v1.0

Info
Matrix Inverse Calculator Download Button For Your Site:

Matrix Inverse Calculator Download Button

If you want to place a download button for Matrix Inverse Calculator on your website just insert the following code to your web.

Freeware
Windows 98, 2000, XP
Jul 2, 2007
27 kBytes
No specific requirements (Works on old machines)

This program uses the complicated Gauss-Jordan elimination method to find the inverse of any square matrix. You simply choose your matrix`s dimensions, and then enter the elements of the matrix you want inverted in the left frame. When you press Enter, the inverse matrix will be shown in the right frame. If your matrix doesn`t have an inverse, you will be told so. You can also use the randomize button to fill in your matrix with random elements. This is useful if you don`t want to type the elements manually and just want to test the program.

Matrix Inverse Calculator Related Downloads

ViCalc-S 1.5.0.2

ViCalc-Software is a scientific calculator with recording output. In addition ViCalc-Software has got a readout and y-input display in order to get a better view of the running calculation.

Abilities Builder Matching Tests 9.9

Improve basic academic English skills in reading, spelling and written expression via any subject materials. Enables you to easily program a PC with subject materials. Multimedia program produces on-screen exercises and printed worksheets.

Measure It 3.3

Whole number and fraction computation skills. Number by number problem exercises. Includes whole number math facts, addition, subtraction, multiplication and division of whole numbers and fractions. Also includes English and Metric measurements.

EngCalc 1.0

EngCalc is a new calculating software with extended capabilities. It is recommended for use by math, physics and engineering student and teacher. The main advantage of the software is a simple input format even for the most complicated formulas.

Multiple Integration 1.00

Performs numerical multiple integration. The limits of integration need not be constants.