Function Defined by Preset Conditions

Description:Finds for a function f(x) of nth degree (2<= <= given as f(x) =*x^n + b*x^(n-1) + c*x^(n-2) + ….) the numerical values of the unknown coefficients a, b, c, … owing to preset conditions. These conditions may be: a given point P(x|y) as part of the graph of the function f(x), extremum or tangent in x for f´(x), point of inflexion in x as f´´(x)= - ( f´´(x)<>0 also possible ) - or the integral I (x) =nInt( f(x), x_lower, x_upper) between two points. After calculation, the graph F1(X) of the function can be plotted.
Current version:1.2
Author:Claus Martin Dachselt
Downloaded file size:19,620 bytes
Size on calculator:7 KB
User rating:Not yet rated (you must be logged in to vote)
Primary category:Math
File date:2018/04/05 10:09:07
Creation date:2018/04/04
Source code:Not included
Download count:59
Version history:2018/04/09: Updated to version 1.2
2018/04/03: Added to site
Archive contents:
  Length      Date    Time    Name
---------  ---------- -----   ----
    21454  2018-03-26 07:55   FindFunc/Findfunc.docx
     6392  2018-03-26 07:43   FindFunc/FINDFUNC.hpprgm
---------                     -------
    27846                     2 files
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