Difference between revisions of "ResidualPlot Command"
From GeoGebra Manual
m |
m |
||
Line 1: | Line 1: | ||
− | <noinclude>{{Manual Page|version=5.0}}</noinclude> | + | <noinclude>{{Manual Page|version=5.0}}</noinclude>{{command|chart}} |
− | {{command|chart}} | ||
;ResidualPlot[ <List of Points>, <Function> ] | ;ResidualPlot[ <List of Points>, <Function> ] | ||
:Returns a list of points whose x-coordinates are equal to the x-coordinates of the elements of the given list, and y-coordinates are the residuals with respect to ''f''. | :Returns a list of points whose x-coordinates are equal to the x-coordinates of the elements of the given list, and y-coordinates are the residuals with respect to ''f''. | ||
:If the ''i''-th element of the given list is a point ''(a,b)'' then ''i''-th element of the result is ''(a,b-f(a))''. | :If the ''i''-th element of the given list is a point ''(a,b)'' then ''i''-th element of the result is ''(a,b-f(a))''. | ||
− | :{{example|1=<div> Let <code><nowiki>list = {(-1, 1), (-0.51, 2), (0, 0.61), (0.51, -1.41), (0.54, 1.97), (1.11, 0.42), (1.21, 2.53), (-0.8, -0.12)}</nowiki></code> be the list of points and <code><nowiki>f(x) = x^5 + x^4 - x - 1</nowiki></code> the function. The <code><nowiki>ResidualPlot[ list, f ]</nowiki></code> command yields ''list1 = {(-1, 1), (-0.51, 2.46), (0, 1.61), (0.51, 0), (0.54, 3.38), (1.11, -0.66), (1.21, 0), (-0.8, 0)}'' and creates the corresponding points in ''Graphics'' | + | :{{example|1=<div> Let <code><nowiki>list = {(-1, 1), (-0.51, 2), (0, 0.61), (0.51, -1.41), (0.54, 1.97), (1.11, 0.42), (1.21, 2.53), (-0.8, -0.12)}</nowiki></code> be the list of points and <code><nowiki>f(x) = x^5 + x^4 - x - 1</nowiki></code> the function. The <code><nowiki>ResidualPlot[ list, f ]</nowiki></code> command yields ''list1 = {(-1, 1), (-0.51, 2.46), (0, 1.61), (0.51, 0), (0.54, 3.38), (1.11, -0.66), (1.21, 0), (-0.8, 0)}'' and creates the corresponding points in [[File:Menu view graphics.svg|link=|16px]] ''Graphics View''.</div>}} |
Revision as of 14:50, 10 August 2015
- ResidualPlot[ <List of Points>, <Function> ]
- Returns a list of points whose x-coordinates are equal to the x-coordinates of the elements of the given list, and y-coordinates are the residuals with respect to f.
- If the i-th element of the given list is a point (a,b) then i-th element of the result is (a,b-f(a)).
- Example:Let
list = {(-1, 1), (-0.51, 2), (0, 0.61), (0.51, -1.41), (0.54, 1.97), (1.11, 0.42), (1.21, 2.53), (-0.8, -0.12)}
be the list of points andf(x) = x^5 + x^4 - x - 1
the function. TheResidualPlot[ list, f ]
command yields list1 = {(-1, 1), (-0.51, 2.46), (0, 1.61), (0.51, 0), (0.54, 3.38), (1.11, -0.66), (1.21, 0), (-0.8, 0)} and creates the corresponding points in Graphics View.