Bu fayl "Vikimedia Commons"dadır və digər layihələrdə istifadə edilə bilər.
Faylın təsvir səhifəsinə get
İzahExp series.gif
Illustration of the en:Exponential function
Tarix
Oleg Alexandrov 03:11, 30 August 2007 (UTC)
Mənbə
self-made with MATLAB.
Müəllif
Oleg Alexandrov
This diagram was created with MATLAB.
Public domainPublic domainfalsefalse
MATLAB source code
% The exponential function as the sum of its Taylor seriesfunctionmain()% KSmrq's colorsred=[0.8670.060.14];blue=[0,129,205]/256;green=[0,200,70]/256;yellow=[254,194,0]/256;white=0.99*[1,1,3];% Set up the grid and other parametersN=100;A=-3;B=3;X=linspace(A,B,N);Y=exp(X);D=max(Y);C=-0.2*D;% plot the framesSum=0*X;Term=0*X+1;num_frames=8;forj=0:num_framesSum=Sum+Term;Term=Term.*X/(j+1);% Set up the figurelw=3;% linewidthfs=20;% font sizefigure(1);clf;set(gca,'fontsize',fs);holdon;gridon;set(gca,'DataAspectRatio',[131]);% aspect ratioplot_axes(A,B,C,D,lw/1.3);plot(X,Sum,'color',blue,'linewidth',lw);plot(X,Y,'color',red,'linewidth',lw);axis([A,B,C,D]);text_str=sprintf('{\\it n}=%d',j)H=text(1.2,18,text_str,'fontsize',floor(1.2*fs))frame=sprintf('Frame%d.eps',1000+j);disp(frame)saveas(gcf,frame,'psc2');end% Convert to animation with the command% convert -antialias -loop 10000 -delay 100 -compress LZW Frame100* Exp_series.giffunctionplot_axes (A, B, C, D, lw)black=[0,0,0];plot([AB],[0,0],'linewidth',lw,'color',black);plot([0,0],[C,D],'linewidth',lw,'color',black);
Captions
Add a one-line explanation of what this file represents
{{Information |Description=Illustration of the en:Exponential function |Source=self-made with MATLAB. |Date=~~~~ |Author= Oleg Alexandrov }} Category:Calculus Category:Files by User:Oleg Alexandrov from en.wikipedia
fayl, series, fayl, faylın, tarixçəsi, istifadə, edilən, səhifələr, faylın, qlobal, istifadəsidaha, yüksək, versiyası, yoxdur, series, 8206, piksel, fayl, həcmi, mime, növü, image, ilmələnib, çərçivə, fayl, vikimedia, commons, dadırvə, digər, layihələrdə, isti. Fayl Faylin tarixcesi Istifade edilen sehifeler Faylin qlobal istifadesiDaha yuksek versiyasi yoxdur Exp series gif 8206 292 392 piksel fayl hecmi 51 KB MIME novu image gif ilmelenib 9 cercive 9 0 s Bu fayl Vikimedia Commons dadirve diger layihelerde istifade edile biler Faylin tesvir sehifesine get IzahExp series gif Illustration of the en Exponential functionTarix Oleg Alexandrov 03 11 30 August 2007 UTC Menbe self made with MATLAB Muellif Oleg Alexandrov This diagram was created with MATLAB Public domain Public domain false falseMen bu eserin muellif huquqlarinin sahibi kimi eseri ictimai mulkiyyete verirem Bu icaze butun dunyada quvvededir In some countries this may not be legally possible if so Bunun qanunla mumkun olmadigi hallarda Istenilen sexse istenilen meqsed ucun qanunlar terefinden qadagan edilmeyince hec bir sert qoymadan bu isden istifade haqqini bagislayiram MATLAB source code The exponential function as the sum of its Taylor series function main KSmrq s colors red 0 867 0 06 0 14 blue 0 129 205 256 green 0 200 70 256 yellow 254 194 0 256 white 0 99 1 1 3 Set up the grid and other parameters N 100 A 3 B 3 X linspace A B N Y exp X D max Y C 0 2 D plot the frames Sum 0 X Term 0 X 1 num frames 8 for j 0 num frames Sum Sum Term Term Term X j 1 Set up the figure lw 3 linewidth fs 20 font size figure 1 clf set gca fontsize fs hold on grid on set gca DataAspectRatio 1 3 1 aspect ratio plot axes A B C D lw 1 3 plot X Sum color blue linewidth lw plot X Y color red linewidth lw axis A B C D text str sprintf it n d j H text 1 2 18 text str fontsize floor 1 2 fs frame sprintf Frame d eps 1000 j disp frame saveas gcf frame psc2 end Convert to animation with the command convert antialias loop 10000 delay 100 compress LZW Frame100 Exp series gif function plot axes A B C D lw black 0 0 0 plot A B 0 0 linewidth lw color black plot 0 0 C D linewidth lw color black CaptionsazerbaycancaAdd a one line explanation of what this file representsItems portrayed in this filetesvir ediryaradiciSome value without a Vikiverilenler itemURL ingilis https commons wikimedia org wiki user Oleg Alexandrovmuellifin qisa adi Oleg AlexandrovWikimedia username ingilis Oleg Alexandrovcopyright status ingiliscopyrighted dedicated to the public domain by copyright holder ingilislisenziyareleased into the public domain by the copyright holder ingilis Faylin tarixcesi Faylin evvelki versiyasini gormek ucun gun tarix bolmesindeki tarixlere klikleyin Tarix VaxtKicik sekilOlculerIstifadeciSerh indiki03 21 30 avqust 2007292 392 51 KB Oleg Alexandrovtweak 03 20 30 avqust 2007291 391 50 KB Oleg Alexandrovtweak 03 11 30 avqust 2007289 386 49 KB Oleg Alexandrov Information Description Illustration of the en Exponential function Source self made with MATLAB Date Author Oleg Alexandrov Category Calculus Category Files by User Oleg Alexandrov from en wikipedia Istifade edilen sehifeler Bu sekile olan kecidler Teylor sirasi Faylin qlobal istifadesi Bu fayl asagidaki vikilerde istifade olunur ar wikipedia org layihesinde istifadesi متسلسلة قوى ast wikipedia org layihesinde istifadesi Serie de Taylor be wikipedia org layihesinde istifadesi Rad Tejlara Stupenny rad bg wikipedia org layihesinde istifadesi Eksponencialna funkciya bn wikipedia org layihesinde istifadesi ট লর ধ র bs wikipedia org layihesinde istifadesi Potencijalni red Taylorov red Eksponencijalna funkcija ca wikipedia org layihesinde istifadesi Calcul infinitesimal Serie de Taylor Serie de potencies enteres ckb wikipedia org layihesinde istifadesi دەروازە شیکاریی ماتماتیکی وێنەی ھەڵبژێردراو زنجیرەی تایلۆر دەروازە شیکاریی ماتماتیکی وێنەی ھەڵبژێردراو ٢ cs wikipedia org layihesinde istifadesi Exponencialni funkce Mocninna rada cv wikipedia org layihesinde istifadesi Tejlor rechĕ de wikipedia org layihesinde istifadesi Taylorreihe Wissenschaftliches Werk Leonhard Eulers de wikiversity org layihesinde istifadesi Kurs Mathematik Osnabruck 2009 2011 Teil I Vorlesung 26 Kurs Analysis Osnabruck 2013 2015 Teil I Vorlesung 16 Kurs Analysis Osnabruck 2014 2016 Teil I Vorlesung 16 Kurs Analysis Osnabruck 2014 2016 Teil I Vorlesung 16 kontrolle Kurs Analysis Osnabruck 2021 2023 Teil I Vorlesung 16 Kurs Analysis Osnabruck 2021 2023 Teil I Vorlesung 16 kontrolle Kurs Analysis Osnabruck 2013 2015 Teil I Vorlesung 16 kontrolle el wikipedia org layihesinde istifadesi Ek8etikh synarthsh Seira Teilor Xrhsths Giannislapop proxeiro en wikipedia org layihesinde istifadesi Exponential function Taylor series Power series User Czech is Cyrillized Exponential function User Xcvista Memorize List en wikiversity org layihesinde istifadesi Physics for beginners MyOpenMath Physics images eo wikipedia org layihesinde istifadesi Eksponenta funkcio Serio de Taylor es wikipedia org layihesinde istifadesi Funcion exponencial Serie de Taylor Serie de potencias eu wikipedia org layihesinde istifadesi Funtzio esponentzial fa wikipedia org layihesinde istifadesi بسط تیلور fa wikibooks org layihesinde istifadesi نگاهی به ریاضیات پیشرفته تابع نمایی fi wikipedia org layihesinde istifadesi Taylorin sarja fr wikipedia org layihesinde istifadesi Fonction exponentielle fr wikibooks org layihesinde istifadesi Les suites et series Version imprimable Les suites et series Les series entieres gl wikipedia org layihesinde istifadesi Serie de Taylor Bu faylin qlobal istifadesine baxin Menbe https az wikipedia org wiki Fayl Exp series gif, wikipedia, oxu, kitab, kitabxana, axtar, tap, hersey,
ne axtarsan burda
, en yaxsi meqale sayti, meqaleler, kitablar, oyrenmek, wiki, bilgi, tarix, seks, porno, indir, yukle, sex, azeri sex, azeri, seks yukle, sex yukle, izle, seks izle, porno izle, mobil seks, telefon ucun, chat, azeri chat, tanisliq, tanishliq, azeri tanishliq, sayt, medeni, medeni saytlar, chatlar, mekan, tanisliq mekani, mekanlari, yüklə, pulsuz, pulsuz yüklə, mp3, video, mp4, 3gp, jpg, jpeg, gif, png, şəkil, muisiqi, mahnı, kino, film, kitab, oyun, oyunlar.
