The program provides a complete analysis of an nth-degree polynomial  that is
for a given polynomial:
- it calculates the real roots, turning points and points of inflection, and at the same time
calculates the same characteristic points of its first and second derivative,
- calculates the coefficients of its source function (which passes through the origin), as
well the coefficients of its first and second derivative, that is determines the coordinates
of translation of their graphs,
- determines the variant of the polynomial f(x), i.e. determine if it is  f(-x), -f(x) or -f(-x),
- draws the graphs of the given function and its first and second derivative,
- calculates the value of f(x), and the value of first and second derivative at the arbitrary x,
a given polynomial can be translated to any point (xt, yt):
- the program calculates the coefficients of the translated function, its zero points, turning
points and points of inflection,
for a given n roots of a polynomial:
- the program calculates the coefficients of the polynomial and solve everything as stated
above.
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