Simultaneous

  • Simultaneous
  • Simultaneous
  • Simultaneous
  • Simultaneous

Detailed App Info:

  • Last Changed:Time:
  • Current Version:Version: 1.4
  • Device Type:Device: iPhone Ready
  • Category:Category: Education
  • iTunes Seller:Seller:
  • Download Size:App Size: 636.05 KB

Application Description

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Simultaneous Equations combines interactive Coaching Calculators and Guides to take you step-by-step through the solving of a pair of simultaneous linear equations.

The app features the addition method, the elimination method and the substitution method.

Coefficients can be nonzero integers from -99 to 99 inclusive.

You develop skills quickly as you work with the calculator and see each step of the process in detail :

Addition method :

- Choose which variable to eliminate
- Decide how to make its coefficients opposites
- Manipulate equations to make its coefficients opposites
- Eliminate the variable by adding the equations
- Solve resulting equation for the other variable
- Back substitute into an original equation

Elimination method :

- Choose which variable to eliminate
- Decide how to make its coefficients the same (absolute value)
- Manipulate equations appropriately
- Eliminate the variable by adding/subtracting equations
- Solve resulting equation for the other variable
- Back substitute into an original equation

Substitution method :

The steps if you start by solving first equation to express x in terms of y are shown here.

- Solve first equation to express x in terms of y
- Substitute x in second equation and solve for y
- Substitute y solution back into rearranged first equation
- Solve resulting equation for x

Note that the Coaching Calculator shows the steps if you start by solving x or y from either equation.

Requirements

Your mobile device must have at least 636.05 KB of space to download and install Simultaneous app. Simultaneous was updated to a new version. Purchase this version for $0.99

If you have any problems with installation or in-app purchase, found bugs, questions, comments about this application, you can visit the official website of Walter Kissach at http://www.quickguidemath.co.uk/.

Copyright © 2013 Walter Kissach