restart;

f:=x->(x^2+1)/(x^2-2);

NiM+SSJmRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlKiYsJiokOSQiIiMiIiJGMUYxRjEsJkYuRjEhIiNGMSEiIkYlRiVGJQ==

A fent l\341that\363 m\363don g\351pelje be a kifejez\351st, majd \374ss\366n Entert.A Maple alapegys\303\251ge az Execution Group, ezt bal oldalon egy nyit\303\263 sz\303\266gketes z\303\241rojel jelzi. Ennek \303\241ltal\303\241ban k\303\251t r\303\251sze van: a Maple Input (beviteli) sor (piros) \342\200\223 ide lehet be\303\255rni az utas\303\255t\303\241sokat, \303\251s a Maple Output (eredm\303\251ny, k\303\251k) \342\200\223 itt \303\255rja ki az eredm\303\251nyt.A beviteli sor lehet hagyom\341nyos egysoros (Maple Input), vagy sz\351pen form\341zott (Standard Math). A kett\305\221 k\303\266z\303\266tt a Context Bar (m\303\241sodik eszk\303\266zsor) jobb sz\303\251l\303\251n l\303\241that\303\263 X gombbal (View> Context Bar), vagy a Format> Convert to> Standard Math Input/Maple Input paranccsal lehet v\341ltani. Standard Math input eset\303\251n sem szerkeszthet\305\221 k\303\266zvetlen\303\274l a k\303\251plet, ekkor a Context Bar hely\303\251n megjelen\305\221 szerkeszt\305\221l\303\251cen lehet a k\303\251pletet be\303\255rni, vagy az \303\251ppen kijel\303\266lt r\303\251sz\303\251t m\303\263dos\303\255tani.Az utas\355t\341sokat mindig pontosvessz\305\221vel kell z\303\241rni. Pontosvessz\305\221 helyett a kett\305\221spont is haszn\303\241lhat\303\263, az ilyen utas\303\255t\303\241sok ut\303\241n nem \303\255r ki eredm\303\251nyt.A beviteli sorba t\303\266bb utas\303\255t\303\241st is lehet \303\255rni, \303\251s \303\251rtelmes helyeken Shift-Enterrel meg lehet t\303\266rni (pl. az egyes utas\303\255t\303\241sokat lez\303\241r\303\263 pontosvessz\305\221 ut\303\241n).A fenti f\303\274ggv\303\251ny \303\241br\303\241zol\303\241s\303\241hoz a be\303\251p\303\255tett plot() f\303\274ggv\303\251nyt kell haszn\303\241lnunk. Ennek els\305\221 param\303\251tere az \303\241br\303\241zol\303\241and\303\263 f\303\274ggv\303\251ny, majd j\303\266nnek az \303\241br\303\241zol\303\241st megad\303\263 opci\303\263k, amelyek k\303\266z\303\274l az \303\251rtelmez\303\251si tartom\303\241ny megad\303\241sa k\303\266telez\305\221.plot(f(x),x=-10..10);

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

Egy tov\341bbi param\351terrel megadhatjuk az \351rt\351kk\351szletet is,valamint azt, hogy vegye figyelembe, hogy a f\374ggv\351ny\374nk szakad\341sos.plot(f(x),x=-10..10,y=-5..5,discont=true);

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A plot f\374ggv\351nynek sz\341mos tov\341bbi param\351tere lehet (ld. plot[options]). Ezek egy r\303\251sze megadhat\303\263 interakt\303\255van is: jobb kattint\303\241s a grafikonon, majd opci\303\263 v\303\241laszt\303\241sa. Az \303\255gy megadott opci\303\263k a k\303\266vetkez\305\221 v\303\251grehajt\303\241sn\303\241l elvesznek, csak a beviteli sorban megadott opci\303\263k maradnak meg.N\351h\341ny megjegyz\351s a ki\351rt\351kel\351ssel kapcsolatban:A Maple-ben a sz\341m\355t\341s sorrendje az Enter le\374t\351s\351nek sorrendje az egyes Execution Groupokon. Ez csak akkor egyezik meg a megjelen\351si sorrenddel, ha sorrendben \374tj\374k az Entert, \351s nem k\363ric\341lunk fel-le, vagy ha az Edit> Execute> Worksheet men\374pontot haszn\341ljuk. Ez\351rt \351rdemes minden Maple dokumentumot a [> restart; paranccsal kezdeni, \303\255gy az elej\303\251r\305\221l kezdve a v\303\251grhajt\303\241st elfelejti kor\303\241bbi Enterezget\303\251seink eredm\303\251nyeit.A Maple a rendelkez\303\251sre \303\241ll\303\263 sz\303\251less\303\251gbe (ablak, marg\303\263) t\303\266rdeli be a dokumentumot. A Format> Paragraph men\303\274pont alatt k\303\251rhet\303\274nk balra, k\303\266z\303\251pre vagy jobbra igaz\303\255t\303\241st, de \303\251rdemes ink\303\241bb a st\303\255lusokat haszn\303\241lni (kiv\303\241laszt\303\241s: Context Bar els\305\221 leg\303\266rd\303\274l\305\221je, m\303\263dos\303\255t\303\241s: Format> Styles).A dokumentum ment\351sekor a Maple az eredm\351nyeket is menti, \355gy megnyit\341skor is l\341tszanak a legut\363bbi v\351grehajt\341s eredm\351nyei. Az Edit> Remove Output parancs t\366rli az eredm\351nyeket (Worksheet: teljes munkalapon, Selection: kijel\366lt r\351szen).

Igen, lehet.Vezess\303\274nk be egy param\303\251tert a fenti f\303\274gg\303\251nyben, majd \303\241br\303\241zoljuk a f\303\274ggv\303\251nyt k\303\274l\303\266nb\303\266z\305\221 param\303\251ter-\303\251rt\303\251kekn\303\251l. Legyen a f\303\274ggv\303\251ny az al\303\241bbi:f:=(x,p)->(x^2+1)/(x^2-p);

NiM+SSJmRzYiZio2JEkieEdGJUkicEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlKiYsJiokOSQiIiMiIiJGMkYyRjIsJkYvRjI5JSEiIkY1RiVGJUYl

Vagyis p = 2 eset\303\251ben az el\305\221bbi f\303\274ggv\303\251nyt kapjuk.\311rdemes a fenti f\374ggv\351nydefin\355ci\363t lem\341solni, majd m\363dos\355tani.A kijel\366l\351s \351s a v\341g\363lapos m\341sol\341s a szokott m\363don haszn\341lhat\363.Kijel\303\266l\303\251shez r\303\251szben haszn\303\241lhat\303\263k a szok\303\241sos Windows kijel\303\266l\305\221 m\303\263dszerek: Shift-tel kattintva egy m\303\241sik Execution Groupra a kett\305\221 k\303\266z\303\266tti \303\266sszes is kijel\303\266l\305\221dik, de az Execution Groupoknak csak folytonos sorozata jel\303\266lhet\305\221 ki, \303\255gy a Ctrl gombos egyedi kijel\303\266l\303\251s nem haszn\303\241lhat\303\263.Mozgat\341shoz, m\341sol\341shoz is haszn\341lhat\363k a szok\341sos Windows m\363dszerek: egy kijel\366lt Execution Groupot megfogva a kijel\366lt r\351szek arr\351bb mozgathat\363k; ha az elejt\351skor a Ctrl is nyomva volt, akkor m\341solat k\351sz\374l r\363luk.A Toolbar (View> Toolbar) eszk\303\266z\303\241ron l\303\251v\305\221 [> gomb egy \303\272j Execution Groupot sz\303\272r be az aktu\303\241lis ut\303\241n. Az Insert> Execution Group> Before/After Cursor parancs az aktu\303\241lis Execution Group el\303\251/m\303\266g\303\251 sz\303\272r be \303\272jat.Az F3 gomb egyes\303\255ti az aktu\303\241lis Execution Groupot a k\303\266vetkez\305\221vel, az F4 gomb pedig a kurzor hely\303\251n kett\303\251v\303\241lasztja. A Ctrl-Delete le\303\274t\303\251s\303\251vel t\303\266r\303\266lhet\305\221 az aktu\303\241lis Execution Group.Ha k\303\266z\303\266s az \303\251rtelmez\303\251si tartom\303\241ny, akkor az \303\241br\303\241zoland\303\263 f\303\274ggv\303\251nyek list\303\241j\303\241t kell megadni az els\305\221 param\303\251terben. Maple lista \303\272gy k\303\251sz\303\274l, hogy a lista elemeit vessz\305\221vel elv\303\241lasztva felsoroljuk, \303\251s az eg\303\251szet sz\303\266gletes z\303\241r\303\263jelek k\303\266z\303\251 tessz\303\274k.plot([f(x,2),f(x,3),f(x,4)],x=-10..10,y=-5..5,discont=true);

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Igen, ez a Maple-ben korrekt\303\274l megoldhat\303\263. A fenti p\303\251lda alapj\303\241n el\305\221 kellene \303\241ll\303\255tanunk az \303\241br\303\241zoland\303\263 f\303\274ggv\303\251nyek list\303\241j\303\241t. El\305\221sz\303\266r hozzuk l\303\251tre a sz\303\241mok list\303\241j\303\241t pl. 2..10-ig. A seq() f\303\274ggv\303\251ny a sz\303\241mok egy szekvenci\303\241j\303\241t hozza l\303\251tre, amit sz\303\266gletes z\303\241r\303\263jelek k\303\266z\303\251 t\303\251ve list\303\241t kapunk:p:=[seq(i,i=2..10)];

NiM+SSJwRzYiNysiIiMiIiQiIiUiIiYiIiciIigiIikiIioiIzU=

Egy v\303\241ltoz\303\263 \303\251rt\303\251kad\303\241s\303\241n\303\241l \342\200\223 a f\303\274ggv\303\251nydefin\303\255ci\303\263hoz hasonl\303\263an \342\200\223 a legyen egyenl\305\221 (:=) oper\303\241tort kell haszn\303\241lni, ami nem meglep\305\221 m\303\263don egy kett\305\221spont \303\251s egy egyenl\305\221s\303\251gjel le\303\274t\303\251s\303\251vel \303\241ll el\305\221. Hasonl\303\263an, az intervallum oper\303\241tor k\303\251t pont egym\303\241s ut\303\241n.A seq() f\303\274ggv\303\251ny els\305\221 param\303\251tere tetsz\305\221leges kifejez\303\251s lehet, ami tartalmaz egy "ciklusv\303\241ltoz\303\263t" (ha nem, akkor konstans sorozatot kapunk). Ennek a ciklusv\303\241ltoz\303\263nak a m\303\241sodik param\303\251terben adjuk meg az intervallum\303\241t. A l\303\251p\303\251sk\303\266z csak 1 lehet, \303\251s az intervallum hat\303\241rai eg\303\251sz sz\303\241mok lehetnek. Ez\303\251rt pl.:[seq(2*i+10,i=0..10)];

NiM3LSIjNSIjNyIjOSIjOyIjPSIjPyIjQSIjQyIjRSIjRyIjSQ==

Ha a p list\341ra alkalmazzuk a f\374ggv\351ny\374nket, az eredm\351ny nem eg\351szen a v\341rt:f(x,p);

NiMqJiwmKiRJInhHNiIiIiMiIiJGKUYpRiksJkYlRik3KyEiIyEiJCEiJSEiJiEiJyEiKCEiKSEiKiEjNUYpISIi

A p elemeire egyes\303\251vel k\303\251ne alkalmazni a f\303\274ggv\303\251nyt (ezt h\303\255vj\303\241k angolul mapping-nek). Ezt a map() f\303\274ggv\303\251ny teszi meg nek\303\274nk, de az csak az els\305\221 param\303\251terre alkalmazza a f\303\274ggv\303\251nyt egyes\303\251vel (ez most az x), a t\303\266bbire nem, nek\303\274nk viszont a m\303\241sodik param\303\251terre kellene. Igen meglep\305\221 m\303\263don ezt megteszi a map2() f\303\274ggv\303\251ny (map3() f\303\274ggv\303\251ny nincs).map2(f,x,a);

NiM3KyomLCYqJEkieEc2IiIiIyIiIkYqRipGKiwmRiZGKiEiI0YqISIiKiZGJUYqLCZGJkYqISIkRipGLSomRiVGKiwmRiZGKiEiJUYqRi0qJkYlRiosJkYmRiohIiZGKkYtKiZGJUYqLCZGJkYqISInRipGLSomRiVGKiwmRiZGKiEiKEYqRi0qJkYlRiosJkYmRiohIilGKkYtKiZGJUYqLCZGJkYqISIqRipGLSomRiVGKiwmRiZGKiEjNUYqRi0=

Na ez pont az a lista, ami nek\374nk kell. Rakjuk bele a plot() f\374ggv\351nybe, \351s m\341r meg is vagyunk (a map2(f,x,a); eredm\351nye egy lista, \355gy annyi f\374ggv\351nyt \341br\341zolunk, amennyit a fenti seq() f\374ggv\351nyben megadtunk):plot(map2(f,x,a),x=-10..10,y=-5..5,discont=true);

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xKor:=(r,alpha)->r*cos(alpha); yKor:=(r,alpha)->r*sin(alpha);

NiM+SSV4S29yRzYiZio2JEkickdGJUkmYWxwaGFHRiVGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJSomOSQiIiItSSRjb3NHNiRJKnByb3RlY3RlZEdGM0koX3N5c2xpYkdGJTYjOSVGL0YlRiVGJQ==NiM+SSV5S29yRzYiZio2JEkickdGJUkmYWxwaGFHRiVGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJSomOSQiIiItSSRzaW5HNiRJKnByb3RlY3RlZEdGM0koX3N5c2xpYkdGJTYjOSVGL0YlRiVGJQ==

plot([xKor(1,alpha),yKor(1,alpha),alpha=0..2*Pi]);

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

xSpiral:=(r,alpha)->r*alpha/(2*Pi*n)*cos(alpha); ySpiral:=(r,alpha)->r*alpha/(2*Pi*n)*sin(alpha);

NiM+SSh4U3BpcmFsRzYiZio2JEkickdGJUkmYWxwaGFHRiVGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJSwkKiw5JCIiIjklRjBJI1BpR0kqcHJvdGVjdGVkR0YzISIiSSJuR0YlRjQtSSRjb3NHNiRGM0koX3N5c2xpYkdGJTYjRjFGMCNGMCIiI0YlRiVGJQ==NiM+SSh5U3BpcmFsRzYiZio2JEkickdGJUkmYWxwaGFHRiVGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJSwkKiw5JCIiIjklRjBJI1BpR0kqcHJvdGVjdGVkR0YzISIiSSJuR0YlRjQtSSRzaW5HNiRGM0koX3N5c2xpYkdGJTYjRjFGMCNGMCIiI0YlRiVGJQ==

n:=3; plot([[xKor(1,alpha),yKor(1,alpha),alpha=0..2*Pi], [xSpiral(1,alpha),ySpiral(1,alpha),alpha=0..2*n*Pi]]);

NiM+SSJuRzYiIiIk

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aT0qMzNDaVEjRjE3JCQiM1EpW0chUXBKX2tGMSQhM0tPZmo9UUxCN0YxNyQkIjMhZi9nS3JVJG9tRjEkIjNDdEMmZj4oSF1ARmNzNyQkIjNTJT4peSJbYz9qJ0YxJCIzcUwpM05NKCozUiJGMTckJCIzJ1xTR3lDL0pKJ0YxJCIzeWMjUixrKGZYRkYxNyQkIjNZemN1QFNuJHkmRjEkIjNAaC0pSEZEOSJSRjE3JCQiMzU2PUsjXEkhUV1GMSQiM2MjKT5yXTBNdVxGMTckJCIzWT0iSEw4ZCUqKlJGMSQiMy0kM1EkMyNvNyhmRjE3JCQiM1FPcikpeVxIakZGMSQiMy1RWyE9WmcsdidGMTckJCIzVyQ9XyxGRDNZIkYxJCIzSzlmLE5pd1tzRjE3JCQiMz0yXGtEaGN1b0ZjcyQiM2UoZSlSUSg9W1woRjE3JCQhM1UiPUdbLFsoRzlGMSQiMy9vNlklZkVbWShGMTckJCEzVW5gbHhuJjQiSEYxJCIzI2VpISlcZzxYOChGMTckJCEzP1oib1RqSXRHJUYxJCIzUjlXM2knXGdfJ0YxNyQkITNxNTk9Q2E/T2JGMSQiM1tMK2Qqb1E4bCZGMTckJCEzOShRISkzS280bCdGMSQiMykpKjRsLlo+J3pXRjE3JCQhMzVAVyJwUXFwXihGMSQiM2crI2UleUItKTMkRjE3JCQhM182KUdGPFJgMilGMSQiM2N3TylbdnIjKmUiRjE3JCQhM2QhcEB2Xk1STClGMSQhMz93TlZCXWxIJipGY283JCQhMzA4JEd0JWY5VyQpRjEkITNLWkgwVWQqUVkpRmVbbDckJCEzV1YvLzV4K3EjKUYxJCEzUU1oPCYpKkdgbyJGMTckJCEzcCJvMiUqcDk3NilGMSQhMytwSnBmYSJ5XiNGMTckJCEzcWVUMUV5S295RjEkITNxXmhqI1x4X0wkRjE3JCQhM10oKSkpNCgzM2VhKEYxJCEzeCIqPUREJFFGNyVGMTckJCEzc103IlIiZkFXckYxJCEzJVJVTENcaCl5W0YxNyQkITM5OjVDV1RrbW1GMSQhM2clNGtRKmZvJmYmRjE3JCQhM3ByUCUzRkhwNidGMSQhMyE0MDBuQl9iRSdGMTckJCEzXSsnXD4kW2NNXEYxJCEzOWFiZHNIQV10RjE3JCQhMylSI1I3I1FYKWZORjEkITNFaCIpUm0hKj02IylGMTckJCEzb0E8SnBMXCxGRjEkITNhUC9YTihbLWYpRjE3JCQhM0hsbkIoW0BGIT1GMSQhMz8hW24/O10jeikpRjE3JCQhM3k4Q3BCbjhJKClGZVtsJCEzJz1ZcCJmNSlRMipGMTckJCIzdzN4N3Q5aW94RmNzJCEzTWx5Zk46JDM8KkYxNyQkIjMtJDMmXEcpKjMpeiJGMSQhMykpeTt0Zys8JTQqRjE3JCQiMy9LNztYQjEjXCRGMSQhMy0pUVonZmw+JXApRjE3JCQiMy0oUSlcJlsiR2pWRjEkITMnKXB4WXY6IjROKUYxNyQkIjNXMCk0dnEsMT8mRjEkITMpNFl3JyoqKXorI3pGMTckJCIzJ1JzSE5ALl8qZkYxJCEzV0Z4NzdvMTB1RjE3JCQiM2knW0o2SS0nUW5GMSQhMzopKXloYCJHLCJvRjE3JCQiM08rZlFuJkhaUihGMSQhM2MxWDBsKFswPCdGMTckJCIzWVdgJXlbUioqKXpGMSQhM1lyYmN4MGhuYUYxNyQkIjM0UyV5MUstIj0mKUYxJCEzdVV4WCJRUHJxJUYxNyQkIjMpPmhsTERaTygqKUYxJCEzN2RjNHpvYSYqUUYxNyQkIjNbelltWGpmdyQqRjEkITMlSHlwPjNmVihIRjE3JCQiM3lqMSpbbSdvJW8qRjEkITM3T1E/ZTpWNj9GMTckJCIzMSUqR3VYO2YkKikqRjEkITM9ZjVibEdjOzVGMTckJCIySW0kPSoqKioqKioqKipGZm8kITNYJio9bCk9ZihROiEjRS0lJkNPTE9SRzYpJSRSR0JHJCIjNSEiIiRGLEZbXm5GXF5uRlxebkZpXW5GXF5uLSUrQVhFU0xBQkVMU0c2JFEhNiJGYF5uLSUlVklFV0c2JDskITJFKm91JTQmKipSNSEjOyQiMm1jPVEhKioqKlI1RmhebjskITIvJTM6SF8qKlI1RmhebiQiMkE0IXBDKCoqKlI1Rmhebg==