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$% Fonksiyon Açıklama abs Mutlak deer hesaplar ve karekterleri sayıya dönütür. angle faz açısını radyan cinsinden hesaplar sqrt sayıların karekökünü hesaplar real bir karmaık sayının gerçek kısmını hesaplar imag bir karmaık sayının sanal kısmını hesaplar conj karmaık elenik sayıyı hesaplar round en yakın tamsayıya tamamlar fix en yakın tamsayıyı sıfıra dorı yuvarlar floor en yakın tamsayıyı eksi sonsuza doru yuvarlar ceil en yakın tamsayıyı artı sonsuza kadar yuvarlar sign bir sayı veya matris elemanlarının sıfırdan büyük veya küçük olup olmadıını tespit eder rem bir bölme ileminde kalanı hesaplar I#(=(,# (0("0( &#"!C+&# <+!=,#I#V(I"-6 2"# H, #<)! %"0"&("= "&E&2"<"H( C#<))!+H (0#))!& M(#)7I'<H'&04)&#+'1' +(+0( & +!& "( I %+&H"! 40 40("0( &#"!C+&# <+!)&6#<,"##"!<)70= #D! 2" H0 C+&# <+'' <" " H"(,' C+&# <+!) %+D' &04)&(()40!) &,'!"="!" "0"! C+&# <+! E"& 2"!"1"& +!'#L SS"0*$IF. #X5 SS"-6*. #X$F8/ SSC -*/5. #X/ SS1"!*/5. #X3 SS+'=*/5. #X3
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
<& 0( #!" H "&" +&(!) 2 H! <" "#() (!0&&(" &'!)!,! A'&)=0( # C&!), 4"&!="4D)=HE#("!= D H, ="H!",! A =[1 2 3 4 5 6] +'%+!&<)="D"!""!=""=! A,&! 7 ( ( #"!"0!) #H"!" &0!= +!'4,!"1"D H, ) ="< 0!" ="="+!'4,! "D I a=[-1.3 sqrt(3) (1+2+3)*475] a= -1.3000 1.7321 4.8000 %& 0( #!" "!"0 +!& &'!)6 =M,<& 0( #!" +!'4('0&00&="D I =[1 3 5 7 8 9] 0( # "4D)=HE#("!= D 4"&!=", #()"&!"0"# <6,! M=[M;[10 13 15]] '=''0=0( # M=[1 3 5 7 8 9 10 13 15] =''0''!) ''<)= & +&(#(#("*L.&'!&,<&0( #!","!, &)#0))&'!,! 7<== D" C="!",'0( # &%!(",! 7 "D I
M=M(1:2,:),!= 0 0( #!& & #()))!&0( # +!&#&!E<!"1",4(& + N!0( # "!=""=!0 4+!' AA &! = &'!)1) 2"!" &"= +!'4('1D) 0( #!"!" ()0!<,!"1"D H, )&"= E7"! 0( #!" =" =" #( C=" "=!",! '!) E"0!!" +"#I"<"I 7"+#I 0H 1I =I = +!'6 4!"2!" 4'4"&!="=!"L $% zeros Tüm elemanları sıfır olan bir matris oluturur Ones Tüm elemanları 1 olan bir matris oluturur Rand randn Eye Magic Düzgün daılımlı rasgele sayılar veya matrisler oluturur Normal daılımlı rasgele sayılar veya matrisler oluturur Bir birim matris oluturur Sihirli kare matris oluturur )=E(("0"!0( #!"!H!, &%E"&L "&L Z = zeros(2,4);% 2 satırdan oluan ve bütün elemanları 0 olan bir matris üretir Z = 0 0 0 0 0 0 0 0 "&L$ F = 5*ones(3,3);%3x3 lük oluacak tüm elemanları 1 olan matris 5 ile çarpılmıtır
F = 5 5 5 5 5 5 5 5 5 "&L/ N = fix(10*rand(1,10)); N = 4 9 4 4 8 5 2 6 8 0 "&L3 R = randn(4,4); R = 1.0668 0.2944-0.6918-1.4410 0.0593-1.3362 0.8580 0.5711-0.0956 0.7143 1.2540-0.3999-0.8323 1.6236-1.5937 0.6900 AB&! 7 6 ( )("0"! 0( # 4!"0!"+!'4(''( # 4!"0!" (0('<H'!0&00&=A!)71,7)&&("!"=" &)#)(!0#E7&+'#'+!,! AB&!!;+?% 0( # (#6+7'#()!!#('!) <" ="D 4( = D,4&, 0( #( ""!="(6+7#( = #+!&+!& C=""=! "D, 0( # I XU$/O35BOBF8W4"&! ="()0!#&,'0( # (#6+7'+! I XU3FO$58O/BGW4"&! ="=
'=& <6)! 4!"0* IN.&+'0'=, ="D" *NI.&+'0 &()!0#)=) =, 0( # (#6+7'*R. #((" 2 H!&&("!" C=" "=! A 0( # (#6+7'HE#("! &"4"&! ="<7)!)! = D 7""&" 0( # =)4)=& 0( #!" (#6+7"# C&!),+<'(#M 6 <", 0( #( D" 0( # &04)&#<)!= +!'4'<+# =&04)&"4!" & (#6+7"= 4!" & +!0<, (#6+7""!=""(0"& % < < = conj(a )&+0'(!)&'!)!0!)=) "&!"L "&L X = 6 0 3 2 0 1 8 0 4 Y = X' Y = 8 3 4 1 5 9 6 7 2 "&L$ z = [1+2i 3+4i] z'= 1 2i 3 4i z.'= 1+2i 3+4i
AB,&! 7 +;(@ N$6 ( =(+6!0 2"%)&0 4!"0!" % [ 2" ^#"0,+!" &'!)!) ' 4!"0!" 1&,+<'(!) <) +! 4!"0!" % ()0!)=) "D 2"H, C&!),+<'( & 0( #HE7E"!)#&I K+L +6!0)M(#+'1''2" &0( #!",+<'(!)C&!)=);&( 2"H, "4 (,+<'(!'0( #!" C=A+B "&! ="(+6!#&#+'%( M( +!07I 2" 0( #!" (+6!) 2",' ="D"<"()"D I A=[1 2 3;4 5 6;7 8 9] ve B=[1 4 7; 2 5 8; 3 6 0] matrisleri için C=A+B toplamının sonucu C=[2 6 10;6 10 14; 10 14 0] olur. +6!0 2"%)&0 4!"0!" 4!""!"=", #&!" +!='D'= = H"%"! = &!" -,+<'('=, 0(# +!& =4",! 7 ' =''0=#&!"="D"I 0( #!"="& (0 ="D"!"!" <) <)2"("&("& 4!"0"(_, ('('!' "&!"L A = 1 1 1 1 2 3 1 3 6 B = 8 1 6 3 5 7 4 9 2 0( #!" % X = A + B X = 9 2 7 4 7 10 5 12 8
Y = X A Y = 8 1 6 3 5 7 #+'%!)!)) ABA&! ;'(!' ( #!"="%60 4!"0 % `#"0,+!&'!)!) ' 4!"0 4!"" 0( #!"=" M" & # %,+<'!)) <) +!='D' =''0!= H"%"! = A I `%6)0)= )#('#<)#)!" #()#<)#)"4 ( #" M"#6!0<6)!)&# (&( ="M(#+'1'%)& <)1 0( #%6)0) 0( #!" &4)!)& H"!""!"0!))%6)0 <+!'!"M"#6!07E<!", =''0="D"=X`&+0'(' 2"!"1"&+!'#I C does not exist *0"21'(="D!=. "&! ="&, '<)0"#N)!)) 2"4"&! =" & 0( # 0( #%6)0))#+'1'+!0( # * IN.&+'0'=& ="D" 4D)= HE#("!"(+6!0 ="&!"0 =" C=" "=!= D H,, 1 0( # 1 #())!" & 1 0( # Z 1 #('' +&(%6)0)=) INX &, N& &X "&!"L "&L A = [1 2; 3 4]; B = [5 6; 7 8]; C = A * B C = 19 22 43 50
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@"0-"&#" M"0="<"&#" %!+H (0 &E!%"&!"= 0"&'!&- 2"<="D"!" HC D +!'4('' $ " 4"(!"!",# (,!+H!+H% 70 +!'4('!)0 x = logspace(-1,2); loglog(x,exp(x),'-s') grid on 10 50 10 40 10 30 10 20 10 10 10 0 10-1 10 0 10 1 10 2 (+2/@! (+25 (#"0 J!+H (0 &HC &% 70"& $%'( semilogx(y) semilogx(x1,y1,...) semilogx(x1,y1, ÇizgiTürü,...) semilogx(...,'özelliksmi',özellikdeeri,...) h = semilogx(...) semilogy(...) h = semilogy(...) #'$(
!(+2/"-"&#"!+H (0 &<"&#"! ""+!&E!%"&!"= 2" 2"!" HC D % 7"!(+25"-"&#"! ""<"&#" =+D'#!+!&E!%"&!"= 2" 2"!" HC D % 7" $ "&, #"0!+H<6!+('L x = 0:.1:10; semilogy(x,10.^x) 10 5 10 4 10 3 10 2 10 1 10 0 0 0.5 1 1.5 2 2.5 3 3.5 4 4.5 5 =HC &C+&# <+!))<)=% 7!"HC &!" 7" " <7) <7=),!"1"D 07 "(&"( &+0'(! = 2=)"!,4!) "(&"( &+0'(!)2"%)&!0!)4D)=2"!0 4( & (#@! M7)=& HC D",4!)&"&!"0"& $%'( title('balıkyazısı') title(fismi) title(...,'özelliksmi',özellikdeeri,...) h = title(...) #'$(
@! M7)=& HC D "#(&)#0)0"&"7!"<""&()& % ="& &"! 0" <=&"! 0"H',''<7=)) $ $ 6"<+(!', # ## <! % 7= ""&7" "R# ## <! = <" <7)!0#)L t = 0:pi/100:2*pi; y = sin(t); plot(t,y) 1 sinüs sinyali 0.8 0.6 0.4 0.2 0-0.2-0.4-0.6-0.8-1 0 1 2 3 4 5 6 7 /. @ 5. (#-2"<"&#"!" % "( &"(()0!0& $%'( xlabel('yazı') xlabel(fismi) xlabel(...,'özelliksmi',özellikdeeri,...) h = xlabel(...) ylabel(...) h = ylabel(...)
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gtext('metin') h = gtext('metin') #'$( '&+0'(HC &"&7" ="C"2"<+&('4!)!"HE#("!"+&(=, 0"( 2"<0"(!"<7 $ gtext('bu nota dikkat et!') 7 (#7H% 7H!" HE#("0" $%'( grid on grid off grid #'$( '&+0'(7" ="%!)4)!HC & % <(<J= &"<E!%"&!"= 0" % 7H!" *H =X)7H.% 7= H =+I7" ="%!)4)!!=)7H!)&( CM!"H"( H =+ CI&( C+!)7H!)H" &!=)) B,;+&%+%6&%%(!' D" <, 2"&(E #" 6!+(*<. C+&# <+' < "!"0!)) = #!" " HE"! ""+!&% 7= H0 +!& & 2"&(E,"! (! #" 6!+(*-I<. C+&# <+'-"HE"<! ""C+&# <+''% 7" 'C+&# <+!"%+&!'2" &0"!" % 70 E7"! &!","! (""& % 7= 0"&00&= 6!+(+!'4(''!'&" 7!""1"&=)0!2"!H! E"&!"L $%
=)0!!H! "& " M7)!0#) $9"1""< 2" % 7=!"1"& 6+7 #<+'' #"%!0"# -X:L$L$O <X,"##"!*I-.O <$X,"##"!*$I-.O </X,"##"!*/I-.O C H'"*. #',6!+(*$I$I. / 7 0C+&# <+''H!0"# MX6!+(*-I<I-I<$I-I</.O 3 7H 2" 4"(E7"! &!" #"%!0"# #"(*MIb 7H H" 4! D bi$icb 7#(! bdicberoblb ObJbd. #"(*MIcb"&bdIcbbObHbOb,bd. 5&#" #))!)I ( 1& 7!" 2" )7H % 7H!","!!"0"# B&#""( &"( I%)&!<)1),!H 2"("-(!" HC D"+(!)=4!0"# FC &%)&()#)! - #*U:$J:5W. H =+ -!,"!*b0b. <!,"!*ba&#"!0"b.!"h"=*mib 1 bib& 1 Ib%1b. ( (!"*b"##"!;+&# <+!b. U<I -WX0 *<.O ("-(*-* -.I<Ib; #( ] HM(+?bI b@+ 7+(!! H0"(bIb HM(b. 6 (J=6#$ BA8$?(7?2& "6 & @ $ 6!+(*-I<.&+0'('- 2" < 2"&(E!"!"("0#!"=!" +&(!)% 7H =! 0!"!",!"4( ""&, % 7H HC D +!'4(''"# &! I+&(!)I +&(!)J&"# &! H, = D"% 7H (!" ="#"%0"&00&= D" (C(, % 7H HC D <" ", +&(HC D ="% 7= 0"&00&= 4D)=& (,!+=% 7H 2" 4"(( 6!",! #("# 2"!0 4( $% "0,+! "&*. 7H #(! "0,+! +&(#(! A #)*:. +&( J 7H 0H"(*: <'2!& L +&(!) 1 <*:. %6) 4"( J % 7H! 2"+&(!) &)0)7)*::. [ () 4"( JJ &"# &% 7H! <"4!*::. ` <)!=)7
02 *::. &"&E& >,"<7*.,&!2 # <M*:::. %H"*4D). a %H"*<'&). f %H"*#+!. S %H"*#D. 9 6"(H0 @ M"-H0 "&L 6!+(*-I<I`.C+&# <+'H!= D ="% 7!"HC &&)0)7)"&("*.2"<)!=)7 *`. 4"(!" <!"% 7!0 4+!' BB&!?7(! 6!+(C+# <+'H0+!&("&, 0( #!)# plot(y) <0( # M", # <)<)% 7=! J"&#" #"IL0"&=+! *0L#()#<)#). = #2"&(E!""( &"(!"=! "D 7X6"&# & ="D 4&"! C+&# <+' ="D"!"= ""& 3G-3G!'& 0( #(" +!'4 HC D % 7"
10 8 6 4 2 0-2 -4-6 -8 0 5 10 15 20 25 30 35 40 45 50 B,A+5%&%-A08$ ( 2"!" /,+<'(!' +!&% 7=!0"# 2",' HC &!" =7"!"0"#!"!H!, (&)0 M7) C+&# <+! 0"21'(' '!I <7"<!" 2"&C"#%"%"2"# 4"&! ="& DHC &!" % 7=!0"# =" &'!)!0&(=) 4D)=,7)("0"!/ HC & C+&# <+! %)&!& E"&!" 2"!0 4( *= D" HC & C+&# <+!) ("7 #+'=& "&(" 2"!0 4(. B,A8$N+$!5+' ;+&A (#/J! ""% 70 $%'( plot3(x1,y1,z1,...) plot3(x1,y1,z1, Çizgitürü,...) plot3(...,'özellikismi',özellikdeeri,...) h = plot3(...) #'$( /,+<'!''7<= +&(!) 2"% 7H!" HC D +!'4('' 6!+(*-I<I7. &+0'('/,+<'(!''7<=&++= (!)-I7 2" 7 "!"0!) +!
+&(!=H"%"("&, % 7H HC D +!'4('''=-I<2"7 <),+<'(2"&(E!"+!0#)H""& % 7" $ %,+<'(!'M"!"7+'% 7!0"# L t = 0:pi/50:10*pi; plot3(sin(t),cos(t),t) grid on; axis square 40 30 20 10 0 1 0.5 0-0.5-1 -1-0.5 0 0.5 1!>"(!>4"(!>? (#D% 70!" +!'4('0& $%'( mesh(x,y,z) mesh(z) mesh(...,c) meshc(...) meshz(...) h = mesh(...) h = meshc(...) h = meshz(...) #'$( 0"#M I 0"#M1 2" 0"#M7 I 0( #"!"0!))/,+<'!' +!&,4 6"#6"&( C % 7=!" $!"40"D))"(2"("6"+&(!)&"% 70 <6)!0#)
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surface(x,y,z,c) surface(...'propertyname',propertyvalue,...) h = surface(...) #'$( #'C1"I <7"< "#"# +!'4('0& % =4& #"2 <"!, HC & C+&# <+'=' $ load clown surface(peaks,flipud(x),... 'FaceColor','texturemap',... 'EdgeColor','none',... 'CDataMapping','direct') colormap(map) view(-35,45) B,,A=+5%&%8< $'6#'!' IHC D <E&+(+!"(0" 7="&+!<!)&#D!), HC & % HE4 %)#)),"! (",! I <E 2" HE4 7=40 4"&!6"1""# ="HE",! # 77"! &!" HE""&,'!), (&)0HC & C+&# <+!)<+!'<!&+(+!"=",! # 7 view C+&# <+',&"#"!&++= (!="&#"!" 0"&"7 "HE" *+N ".%)!)&2"<&#"!( %)!),"! (!""&,&)4+&(#))<!
%)&!)&I-J<=7!"0 ="#(<E="6+7 ( C="D"! &'('6#!%)=) A&#"!( #",&)4 +&(#))-J< =7!"0 7" ="*6+7 ( C. 2"<!()=*"H( C.+!0#)),"!!"<"=""1"1 # =", %)=) 4D)=& % 70I&++= (# #("0 HE#(" &!I6+7 ( C<E!" C=" "(0"&("= &)4 +&(#) C & 0"&"7 A&#"!( %)&!)& I$J2"</J% 70!","!!"0 4HE4%)#)) +(+0( &+!&#"%"'HE" $J% 70!" % I%)&!)&X: + 2"<&#"!( XG: + /J=% 70!" % I%)&!)&XJ/F5 + 2"<&#"!( X/: + "&L4D)= 6"&# 0( # % 7=!0"# =""!=""=!" HC D =E( C&!)HE0<"!0&(=) %)&!)&XJ/F5 + 2"<&#"!( X/: + % HC D % 70 L [X,Y] = meshgrid([-2:.25:2]); Z = X.*exp(-X.^2 -Y.^2); surf(x,y,z) 0.5 0-0.5 2 1 2 0-1 -1 0 1-2 -2
$%)&!)&X8: + I<&#"!( X: + 2"7X: % HC D % 7 0 L view[180,0] 0.5 0.4 0.3 0.2 0.1 0-0.1-0.2-0.3-0.4-0.5 2 1.5 1 0.5 0-0.5-1 -1.5-2 /%)&!)&XJ/F5 + I<&#"!( X/: + % HC D % 70 L view([-37.5-30]) 0.5 0-0.5-2 -1 0 1 2 2 1 0-1 -2 3%)&!)&XJG: + I<&#"!( X: + % HC D % 70 L view([-37.5-30]) 0.5 0.4 0.3 0.2 0.1 0-0.1-0.2-0.3-0.4-0.5 2 1.5 1 0.5 0-0.5-1 -1.5-2
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+'1"#,!+1&#*&<&!,!+&!). $ &#,!+1&# /#1(",!+1&# 3 ",!+1&# 5+! ",!+1&# B+"1( +#,!+1&# CA(%$+7 %6&%%(!'@ '6&''(!' 0'! &I, = 0 &# #("0 0+="!"0"# %,!+&4"0!#' ##("0 0+="!"0"# =" &'!)!,!+& "!"0!) =+D'= # 0'! &,!+& &(6M"!" =" #"%! '' % %!)40 +(0)= >>simulink &+0'('H 0"&<"("! = '=''0=!&&4)0)7%)&%"4 (!,!+& &(6M"!" ("0#!"="&'(' 4"&! ="& 4"0!=)*"&! 5. M #+# 0'! &;!"=""?#"%!""&<" 2",+4, # ("06"1""# %)!)*"&! 5$. ' 6"1""# 0'! &%!)40 2" 2" = 0 & 0+="! +!'4('0 +(0)=) 2" <) 70= # 0!"=!0"0 4*'( (!"=., =+#<=) +="! 07 % H""&!,!+&!I,!+&&(6M"!" ="#&!"J,)&<=&+6<!0!"(4))!34 5!,!+&&(6M"# =" "(=",!+&"!"0!) +!='D''!0& % C"!"% C(()&!0&#'"(!",'&(6M"< %0& <"("! = '
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