0.2 / December 23, 2014
(1.6/5) (9)

Description

NOTE: This application is currently is in beta and is should notbeexpected to be fully functional. Simplex solve is a simple toolforsolving linear programming problems using the Simplexalgorithm.The app features a matrix or equation input format forconvenience.Usage: 1. After putting the linear programming problemin standardform, first enter the number of variables andconstraints. 2. Next,choose an input method (matrix or equation)and a solve mode tofind the minimum or maximum. 3. Input theproblem. 3a. MatrixInput: For matrix input, simply enter thecoefficients of thevariables, where the top row is the objectivefunction coefficientsand the rest of the rows are for constraintinputs. 3b. Equationinput: Enter the objective function, in thefollowing format:Ax0+Bx1+Cx2...MXn where A B C...M are thecoefficients. If thecoefficient is 0, simply enter, for example,0x1. The variablenames MUST be x0, x1, x2....xn. 4. Press the solvebutton to solvethe problem. The minimum/maximum will be displayedas well as theoptimal value.

App Information Simplex Solver (Beta)

  • App Name
    Simplex Solver (Beta)
  • Package Name
    bgb.com.simplexalgorithm
  • Updated
    December 23, 2014
  • File Size
    1.2M
  • Requires Android
    Android 3.2 and up
  • Version
    0.2
  • Developer
    xSor
  • Installs
    1,000+
  • Price
    Free
  • Category
    Education
  • Developer
    Please contact for full address. Glassboro, NJ
  • Google Play Link

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NOTE: This application is currently is in beta and is should notbeexpected to be fully functional. Simplex solve is a simple toolforsolving linear programming problems using the Simplexalgorithm.The app features a matrix or equation input format forconvenience.Usage: 1. After putting the linear programming problemin standardform, first enter the number of variables andconstraints. 2. Next,choose an input method (matrix or equation)and a solve mode tofind the minimum or maximum. 3. Input theproblem. 3a. MatrixInput: For matrix input, simply enter thecoefficients of thevariables, where the top row is the objectivefunction coefficientsand the rest of the rows are for constraintinputs. 3b. Equationinput: Enter the objective function, in thefollowing format:Ax0+Bx1+Cx2...MXn where A B C...M are thecoefficients. If thecoefficient is 0, simply enter, for example,0x1. The variablenames MUST be x0, x1, x2....xn. 4. Press the solvebutton to solvethe problem. The minimum/maximum will be displayedas well as theoptimal value.