I've tried the 1.2 version of EdenGraph.
Years ago, I used to use Graphing Calculator and this is about on par so far.
The previous reviews here are for a much older version of the program from years ago.
If you need a graphing calculator this is something to seriously consider.
EdenGraph
graphing calculator
Version: 1.2.2
EdenGraph is on par with GraphingCalculator from PacTech
Feedback Type: Review
Contributed by: lemke2 Wednesday, July 06 2005 @ 01:43 PM PDT
Product Platform: MacOSX
Used Product For: Less than a month
Recommend Product: YES
Overall Rating:
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Comments
EdenGraph is on par with GraphingCalculator from PacTech - gslusher
EdenGraph isn't even close to Graphing Calculator--even the free version. The free version does 2D and 3 D graphs, allows changing (even animated) parameters, graphs inequalities, allows polar coordinates, allows multiple functions on one graph, and more. The paid version multiplied that by maybe 50: 2D, 3D, and 3D-represenations of 4-D graphs; implicit functions; complex functions; vectors; vector fields; density charts; cylindrical and spherical coordinates; evaluate integrals and derivatives; and on an on. Comparing EdenGraph to Graphic Calulator is like comparing a set of screwdrivers to a full tool box (the free version of Graphic Calculator) or a complete machine shop (paid version of Graphic Calculator).Saturday, August 05 2006 @ 11:42 PM PDT
EdenGraph is on par with GraphingCalculator from PacTech - gslusher
This is not even close to Graphing Calculator. It's like comparing a pair of roller skates to a 767. Graphing Calculator 3 does a lot more than EdenGraph (the free version that came with Macs did many, though not all, of these functions):- 2D and 3D graphs--and 3D representations of 4D functions.
- Multiple functions on the same graph;
- parameters defined as variables, not as numbers, so you can change the parameter easily (e.g., y=mx + b, where you define m and b separately--and can make either a "slider" that can be changed dynamically.)
- animated sliders to change parameters;
- Use polar, cylindrical, or spherical coordinates, as well as Cartesian coordinates;
- Evaluate equations symbolically, including derivatives and integrals;
- piecewise functions;
- implicit functions (e.g., x^2/a + y^2/b = 1 will give you an ellipse);
- parametric curves;
- contour plots;
- density plots;
- inequalities;
- vectors;
- vector fields;
- complex functions and surfaces;
- color maps;
and a lot more.
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Saturday, August 05 2006 @ 11:33 PM PDT