Student Support Forum: 'Extracting arguments of a function' topicStudent Support Forum > General > "Extracting arguments of a function"

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 Author Comment/Response Raja Kountanya 11/30/98 4:28pm since Mathematica decides the discretization in making a plot, I want it to show me the data it finally uses in plotting the function. Hence I define a plot by the following function plot1R1 =loglogPlotter[0.9 ,N[ 45 Degree],0,0,0.8 ,ref,B1]; Then I use InputForm[] as follows: InputForm[{plot1R1}] which returns the following data Graphics[{AbsoluteThickness[1], {Line[{{-6.999999583333333, -1.296010912273682}, {-6.90575079820321, -1.296010767337674}, {-6.802518292369797, -1.296010567982941}, {-6.694738195628428, -1.296010302555766}, {-6.594330084270842, -1.296009988417583}, {-6.482405503571627, -1.296009541038452}, {-6.380573156018246, -1.296009020677437}, {-6.263028140810927, -1.296008246860075}, {-6.151912001406262, -1.296007295387445}, {-6.050109687590252, -1.296006182014901}, {-5.942187701167338, -1.296004678971922}, {-5.850049964963234, -1.296003064543675}, {-5.748564506093806, -1.296000841431244}, {-5.642139885473292, -1.295997879043025}, {-5.544769312828827, -1.295994453455171}, {-5.432380637714305, -1.295989416190744}, {-5.325544679323034, -1.295983255009002}, {-5.22488935555758, -1.295975886471582}, {-5.117586436254651, -1.295965904022584}, {-4.924519187760612, -1.295940381373354}, {-4.816522394816371, -1.295920307331726}, {-4.699698954257967, -1.295892170176787}, {-4.589392924048496, -1.295857681247711}, {-4.487906114271121, -1.295817214283587}, {-4.290248201690312, -1.295705341405538}, {-4.178041933075997, -1.295615191969933}, {-4.07328737598998, -1.295507248135006}, {-3.963548656153887, -1.29536256146692}, {-3.859590643034798, -1.295187461403655}, {-3.664747722448436, -1.294722517974574}, {-3.563384470980299, -1.294385084114111}, {-3.455698759707412, -1.293929782866201}, {-3.262287153646489, -1.292770898289117}, {-3.163901706387259, -1.291954617280595}, {-3.057841614794097, -1.290845318966833}, {-2.865905669584138, -1.288023188613952}, {-2.765409721750553, -1.285986109865235}, {-2.655479589556572, -1.28317234594641}, {-2.540712792859189, -1.27941376792328}, {-2.433936603594716, -1.274970790208801}, {-2.323446173247114, -1.269174469802823}, {-2.219136210883497, -1.262325407189138}, {-2.023961872813646, -1.244882270421856}, {-1.921887614897952, -1.232744657067412}, {-1.81381971906396, -1.217122035252383}, {-1.620066226772172, -1.180584599818393}, {-1.414537965658495, -1.127617457348775}, {-1.222249665470295, -1.063173051265664}, {-1.027210588570089, -0.983000276728775}, {-0.8145969384392595, -0.8808096398117818}, {-0.7587190596357559, -0.8519422472122753}, {-0.7426329926259185, -0.8435114765458164}, {-0.7347459164304439, -0.8393599847400905}, {-0.7274989869919278, -0.8366147857208961}, {-0.7139097551264963, -0.8341285881856556}, {-0.6992292217812529, -0.8315651128310582}, {-0.6482011196731529, -0.8237452005291025}, {-0.6211858968319299, -0.8203731202788652}, {-0.5922635013170605, -0.8174314970287813}, {-0.5779683488221771, -0.8162543018341418}, {-0.5644440392366766, -0.815320194294339}, {-0.5512777776999561, -0.8145863587183256}, {-0.5391124231056815, -0.8140689121005223}, {-0.5275875800432686, -0.8137267494572283}, {-0.5153599943533688, -0.8135273175638024}, {-0.5030863460636098, -0.8135030228782207}, {-0.4895564675673979, -0.8136885863869867}, {-0.4827032596848393, -0.8138703946445172}, {-0.4754974857094457, -0.8141270231362613}, {-0.4626240851045536, -0.8147569900201931}, {-0.4487670047420961, -0.8156890267827032}, {-0.433629041021092, -0.817020183081542}, {-0.4064480376688426, -0.820273048748011}, {-0.3811927952103117, -0.8243466144026935}, {-0.3280007453176524, -0.8364962273803342}, {-0.2980203074294324, -0.8455903354705425}, {-0.2704143996359387, -0.8554094130886159}, {-0.1659701897195865, -0.9023848879248285}, {0.02933008629977646, -1.009731502085047}, {0.4436100487994261, -1.303083949847202}, {0.8419747608303215, -1.645538922753644}, {1.266090889059129, -2.044163793127576}, {1.674291766819182, -2.442591045673466}, {2.108244060777147, -2.872520788487181}, {2.526281104266358, -3.28909988826236}, {2.928402897286815, -3.690676461196255}, {2.999999583333333, -3.762218742726968}}] Now I want to extract the data from the above function scientifically, ie,not using ''check balance'' for example. Is there some way of doing it? There are, of course, string manipulation methods, but I want to avoid them Raja URL: ,
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