Agate MathGraph 1.2.0

MathGraph intended for research of functions of a kind y=f(x) also works in two directions: graphic constructions and mathematical calculations.
The program has an opportunity:
to find the roots of the equation f(x)=0 on the given interval
to build the graphics of the given functions
to find of an analytical type by derivative from the given function
to build the graphics of derivative functions
to build the graphics tangents and normals in points;
to calculate determined integral and variation of function
MathGraph can work with many functions simultaneously. At the large opportunities the program has the convenient and friendly interface.
Also are the parameters for adjustment of graphic area. You can save graphic area in an image file.
The program can demonstrate some methods of calculation that are used in MathGraph.Agate MathGraph is a software that allows you to made graphic constructions and mathematical calculations.
Working area of the main window of the program is possible to be broken on two parts. On the right part is graphic area in which schedules of functions are under construction, schedules of derivative functions, tangents and normals.
For the given program the convenient interface which essentially facilitates work of the user is developed: For introduction of expressions of functions rules of recording of the operators, similar to simple languages of programming are used; as much as possible simplified operations of scaling and moving of schedules of functions which are carried out by simple pressing or a proheavy mousy; In the program ample opportunities, be relative yxyxyxxxyy appearance of schedules.
The program works with unlimited amount of functions. The figure created in the program can be exported in BMP, JPG or GIF - formats for further use in other programs.
MathGraph intended for research of functions of a kind y=f(x) also works in two directions: graphic constructions and mathematical calculations.
The program has an opportunity:
-to find the roots of the equation f(x)=0 on the given interval
-to build the graphics of the given functions
-to find of an analytical type by derivative from the given function
-to build the graphics of derivative functions
-to build the graphics tangents and normals in points;
-to calculate determined integral and variation of function
Version restrictions:
- test period of 30 days.