Free Java GraphViewer App Download in Math Tag

  Free Java GraphViewer App Download in Math Tag
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GraphViewer

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GraphViewer
Version: 1.3
Platforms: Java

Categories: Science & Education
Upload Date: 6 Feb 11
Developer: Tim Vermeiren
Distribution Type: Freeware
Downloads: 2696
File Size: 127 Kb
Free Download GraphViewer 

Rating: 2.3/5 (Total Votes: 16)


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GraphViewer - You have a modern, Java compatible mobile phone and wouldn't it be handy if you could use your mobile to plot functions or use as an advanced scientific calculator? Well, GraphViewer is a graphical calculator that you can download and install on your mobile phone. With GraphViewer you can plot equations using the built-in functions, calculate its derivate, show a table with the functions critical points and even many more features.

· The solutions (null points) of an equation will be shown
· The first and second derivate can be shown
· Show the integral of a function
· You can calculate the local minima and maxima of the function
· You can calculate the function inflection points
· The intersection points of the different equations are calculated and can be shown
· You can interactively evaluate the functions at their critical points
· You can show a function table with the function coordinates at its critical points (So the null points, minima, maxima, inflection points... are automatically calculated)
· Build-in samples show the possibilities of all functions
· Calculate any function point up to 12 decimals.
· Multiple functions can be plotted in different colors at once
· In the settings you can set the internal precision, so you can choose between low precision (fast) or high precision (slow), depending on the speed of your mobile.
· You can save your equations and add them to the samples library of the Graph Viewer.

What's New in This Release:

Equations can be given in one of the following forms:

· Parametric equation: x=tsin(t);y=tcos(t)
· Polar equation: r=cos(4t)
· Cartesian equation in x and y: x^2+y^2=100
· Cartesian equation in x: y=sqrt(100-x^2)






 
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Requirements: MIDP 2.0, CLDC 1.1
 

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