Není to snad ani tak složité: napodobit to, co se nám líbilo u našich vlastních učitelů, a vystříhat se toho, co se nám u nich nelíbilo.
D. Pecka[2]
Jak název napovídá, cílem tohoto příspěvku je zprostředkovat čtenářům názory studentů na dobrého učitele. Učitelé se skrze ně mohou vrátit k představám o dobrém učiteli, které měli sami na začátku své profesní dráhy, reflektovat jejich vývoj a porovnat je s představami další generace učitelů.
Jistě se shodneme na tom, že osobnost učitele hraje ve výchovně-vzdělávacím procesu klíčovou roli, protože zásadním způsobem ovlivňuje jeho průběh a výsledky. V tomto dynamickém procesu nejde pouze o vybavování žáků specifickými vědomostmi a dovednostmi, ale zejména o výchovné působení, které by, v souladu s demokratickými a humanistickými ideály, mělo vycházet z úcty k dítěti, zaměřovat se na jeho individuální schopnosti a seberealizaci.
Jak zdůrazňují stoupenci tzv. osobnostního přístupu k dítěti, škola nemůže na své výchovné poslání rezignovat. Z pojetí dítěte jako neopakovatelného individua vyplývá, že učitel by měl být dítěti oporou, rádcem či průvodcem na jeho cestě k porozumění sobě samému i druhým, objevování svých vlastních možností i limitů a osvojování si žádoucích morálních postojů a hodnot. Učitel sám by tedy měl být především „vzorem“ a svými osobnostními vlastnostmi, postoji i jednáním přispívat k rozvoji všestranné a harmonické osobnosti svých žáků (Helus, 2009, s. 265).
Nároky kladené na výkon pedagogické profese z hlediska osobnostních dispozic, odborné připravenosti, didaktických schopností a jiných souvisejících požadavků jsou značné, a ne každý učitel je schopen se s nimi náležitě vypořádat.[3]
Jakými kvalitami by tedy měl disponovat dobrý učitel? Na tuto otázku odpovídalo prostřednictvím metody volného psaní 621 studentů prvního ročníku prezenčního bakalářského studia na Pedagogické fakultě Masarykovy univerzity v Brně.
Následná obsahová analýza studentských výpovědí (esejí) umožnila identifikovat ty charakteristiky, které studenti považují u dobrého učitele za stěžejní. Níže uvedený graf podává přehled jednotlivých charakteristik dobrého učitele podle procentuálního zastoupení výskytu ve studentských pracích.
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)
Obrázek 1. Charakteristika dobrého učitele dle procentuálního výskytu u studentů PdF MU.
Problematika dobrého učitele v minulosti byla a nadále zůstává předmětem mnoha teoretických studií i empirických výzkumů, na jejichž základě daná společnost artikuluje soubor požadovaných vlastností učitele.
V posledních dekádách přibývá pedagogických výzkumů, které reflektují téma dobrého učitele z pohledu žáků a studentů. Jejich popisem a výsledky se kromě jiných zabýval např. Průcha (2002, s. 60–61) nebo Fontana (2003, s. 363–364). Přestože skupiny dotazovaných byly tvořeny žáky a studenty různých věkových kategorií i studijních oborů, je možné na základě realizovaných výzkumů obecně konstatovat, že klíčové kategorie tvořící jádro dobrého učitele zůstávají z perspektivy respondentů dlouhodobě konstantní. Ve většině výzkumů se mění pouze pořadí jednotlivých kategorií.
Z výzkumů uváděných výše zmíněnými autory plyne, že dobrý učitel by měl být podle studentů především chápavý, přátelský, odpovědný, systematický, vynalézavý, nadšený pro svoji profesi, spravedlivý, měl by dokázat hodně naučit, udržet si ve třídě kázeň atd. Tuto skutečnost v podstatě potvrzují i výsledky námi předloženého šetření.
Následující tabulka respektuje pořadí charakteristik dobrého učitele uváděných respondenty našeho šetření a na základě kvalitativní analýzy jejich výpovědí jednotlivé charakteristiky stručně specifikuje.
Tabulka 1
Specifikace jednotlivých charakteristik dobrého učitele
Charakteristika dobrého učitele dle četnosti výskytu
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Bližší specifikace jednotlivých kategorií na základě kvalitativní analýzy studentských prací
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Autorita
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Dokáže vytyčit jasná pravidla a vyžaduje jejich dodržování; autorita neznamená, že by z učitele měl jít strach; učitel si autoritu nezíská křičením nebo tresty, ale svojí osobností a přístupem k žákům i profesi.
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Spravedlnost
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Nepreferuje „vyvolené"; hodnotí objektivně; neponižuje žáky.
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Zajímavý styl výuky
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Dokáže ve svých hodinách zaujmout i ty žáky, které daný předmět nebaví. Výuka není nudná. Obohacuje výuku zajímavostmi i vlastními zkušenostmi nebo zážitky.
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Individuální přístup
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Chápe třídu jako celek, ale současně vnímá potřeby jednotlivců. Pomáhá těm, kteří to potřebují, vysvětluje atd.
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Motivace
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Dokáže nadchnout pro svůj předmět případně pro vzdělávání obecně.
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Empatie
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Dokáže se vcítit do situace žáka. Chápe, že žáci mají mnoho studijních povinností a jeho požadavky v rámci daného předmětu jsou přiměřené (nepovažuje svůj předmět za jediný důležitý). Zohledňuje mimořádné životní situace, ve kterých se žáci mohou ocitnout, pomáhá hledat řešení.
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Trpělivost
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Uvědomuje si specifičnost každého žáka. Zná slabé i silné stránky žáků. Je si vědom toho, že ne každý zvládne konkrétní předmět perfektně. V případě obtíží se zvládáním učiva má se žáky trpělivost, vysvětluje, podporuje, neodrazuje.
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Odborník v oboru
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Učitel může udělat chybu jako každý jiný člověk, ale měl by ji dokázat uznat. Obecně by měl být odborníkem v oboru, intenzivně se o něj zajímat, sledovat nové vývojové trendy atd. Jeho zájem se pak může lépe přenést i na žáky.
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Zájem o žáky
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Snaží se poznat své žáky, poznat jejich silné i slabé stránky, rodinné prostředí atd.
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Sebevzdělávání
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Je důležité, aby učitel neustrnul a sledoval dění ve svém oboru. Kromě toho by měl být seznámen s inovativními výukovými trendy, měl by rozvíjet i své jazykové schopnosti a celkově se kultivovat.
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Schopnost naučit
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Nestačí být odborníkem v daném oboru, je potřeba dokázat předat své vědomosti žákům. Umět naučit. Přiměřeným způsobem zprostředkovat to podstatné, používat srozumitelný jazyk, ověřovat výsledky.
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Morální vzor
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Nedeklamuje, ale žije v souladu s morálními pravidly, která žákům předkládá.
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Smysl pro humor
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Ve vhodném okamžiku dokáže odlehčit situaci, umí si udělat srandu sám ze sebe, nezesměšňuje, jeho humor je inteligentní.
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Láska k profesi
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Svoje povolání bere jako poslání.
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Respekt
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Respektuje názory svých žáků, vytváří prostor pro diskusi.
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Tolerance
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Je k žákům tolerantní a empatický.
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Kreativita
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Dokáže vymýšlet nejrůznější aktivity pro zpestření výuky, nedrží se striktně osnov a učebnic.
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Využívání moderních technologií
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Ovládá a prakticky využívá moderní technologie. Výuka je tak zajímavější, pestřejší. Žáci se více naučí.
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Komunikační schopnosti
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Má dobré komunikační schopnosti, komunikuje se žáky, rodiči i kolegy.
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Všeobecný přehled
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Není jen odborníkem v oboru, ale má i všeobecné znalosti. Je schopen odpovědět na zvídavé otázky žáků, orientuje se v aktuálních sociokulurních, politických i globálních problémech.
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Profesionál
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Neprezentuje ve škole svoje osobní problémy; zná své kompetence.
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Vychovávat
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Klade důraz nejen na vzdělávání, ale i na výchovu, připravuje žáky pro praktický život ve společnosti.
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Optimismus
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Svoji práci dělá s radostí, je pozitivně naladěný, povzbuzuje žáky, snaží se vyzdvihovat jejich silné stránky.
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Vstřícnost
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Je ochotný vyslechnout, pomoci. Je otevřený ve vztahu k žákům i rodičům. Dokáže poradit, povzbudit.
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Prvních pět charakteristik dobrého učitele uvedla ve své výpovědi více než jedna čtvrtina dotázaných. Pro přiblížení představy o tom, co si studenti představují pod danou kategorií, uvádíme ke každé z nich vybrané autentické vyjádření samotných účastníků výzkumného šetření.
Autorita
„Nad veškeré kladné vlastnosti a schopnosti však stavím autoritu, bez které by ani ten nejvtipnější a nejchytřejší kantor nemohl efektivně vyučovat. V odstavcích výše jsem zdůrazňovala přátelský vztah mezi vyučujícím a jeho žáky, přesto má mít tento vztah jasná pravidla. Autorita však není něco, co si lze vynutit výhružkami. Je to přirozená autorita pramenící z důvěry. Důvěru a respekt si musí zasloužit nejenom vyučující, ale i jeho žáci.“
Spravedlnost
„Dobrý učitel by určitě měl být spravedlivý, neměl by mít žádné oblíbence, nebo naopak by neměl zesměšňovat slabší žáky. Kantor z žáků nesmí dělat podřadné osoby, protože právě tohle v nich vyvolává touhu po revoltě a vzepření se.“
Zajímavý styl výuky
„Učitel, který dokáže zaujmout pozornost, dokáže i z nezáživné látky udělat záživnou a se žáky komunikuje, má z větší části vyhráno, protože žáci v jeho hodinách jsou ukáznění, poslouchají ho a jejich výsledky jsou lepší. Učitel je tu proto, aby nás něco naučil. Každý učitel je svým způsobem originál a využívá ve své výuce své metody. Nedá se říct, že by některá metoda byla horší než ta druhá. Nejdůležitější je, jak to vnímají žáci a co si z toho dokážou zapamatovat. I dobře podaný prostý výklad může být lepší než prezentace, která nedává smysl a žák se v ní neorientuje.“
Individuální přístup
„Dobrý učitel by neměl s žáky či studenty za žádných okolností jednat na základě svých předsudků a dojmů, ale měl by umět správně využít a ocenit diferenciace mezi studenty. Rovněž by dobrý učitel neměl žáky či studenty ponižovat, urážet nebo jakýmkoli jiným způsobem šikanovat, ale měl by být každému jednotlivci oporou, na kterou se může v případě školních i mimoškolních problémů s důvěrou obrátit.“
Motivace
„Motivací nemám na mysli násilné tlačení do činnosti, přestože se to někdy zdá jediným možným východiskem, ale udělat to tak, aby děti samotné chtěly, měly zájem a nadšení pro věc. Zájem se dozvědět víc. Snem stojícího na „druhé straně“, za katedrou, je vidět svou třídu pozornou, soustředěnou, zaujatou. Možná nereálné, ale pro dostatečně empatického, bystrého, podnikavého a snaživého člověka (snad) ne. Snaha se svou třídou pracovat, na své třídě/skupince žáků pracovat, rozvíjet a posouvat je kupředu. Vidět a sledovat jejich vývoj, posun a úspěchy zpovzdálí by mělo osobě v tomhle oboru přinášet nevídanou radost a energii.“
Závěrem lze konstatovat, že studenti ve svých výpovědích většinou vycházeli zejména z vlastních zkušeností. To znamená, že popisovali vlastnosti učitele, se kterým se v průběhu školní docházky setkali nebo kombinovali vlastnosti několika učitelů, k nimiž měli osobní vztah. Část studentů naopak charakterizovala dobrého učitele, aniž by se opírala o vlastní zkušenost s takovým učitelem. Někteří formulovali charakteristiky dobrého učitele na základě „antivzoru“, tedy jako opak učitele, se kterým se v průběhu školní docházky setkali. Můžeme podotknout, že popisované vlastnosti se vyskytovaly opakovaně u obou skupin.
Z analyzovaných výpovědí vyplynulo, že studenti mají o dobrém učiteli poměrně jasnou a ucelenou představu. Současně však připouštěli, že v praxi je jimi popisovaný dobrý učitel spíše „ideál“, ke kterému je možné se pouze blížit, ale nikoli ho zcela naplnit. Není však pochyb o tom, že některé kvality, které dělají z učitele dobrého učitele, jsou z perspektivy žáků a studentů nadčasové, tedy nezávislé na historické epoše či sociálně-kulturních podmínkách společnosti. Do této skupiny patří požadavek na odbornou erudici učitele či jeho spravedlivý přístup k žákům jako předpoklad pro vytváření kvalitních vztahů mezi aktéry výchovně-vzdělávacího procesu.
Stěžujeme-li si občas na skutečnost, že naše mládež není ideální, zamysleme se rovněž nad tím, zda jsou ideální její vychovatelé a učitelé. Jinými slovy, zda jsme vždy ideální my sami.
Literatura
Fontana, D. (2003). Psychologie ve školní praxi: příručka pro učitele. Praha: Portál.
Helus, Z. (2009). Dítě v osobnostním pojetí. Obrat k dítěti jako výzva a úkol pro učitele i rodiče. Praha: Portál.
Husák, P. (2012). Osobnost Dominika Pecky. Brno: Centrum pro studium demokracie a kultury.
Pecka, D. (1945). Umění stárnouti za školou. Praha: Vyšehrad.
Průcha, J. (2002). Učitel. Současné poznatky o profesi. Praha: Portál.
Urbánek, P. (2005). Vybrané problémy učitelské profese: aktuální analýza. Liberec: Technická univerzita v Liberci.
Autorka je interní doktorandkou na katedře pedagogiky PdF MU v Brně. Výzkumně se zabývá možností biofilní transformace vzdělávání z perspektivy evoluční ontologie.
Kontakt: 199761@mail.muni.cz
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)
[1] Tento příspěvek vznikl v rámci projektu MUNI/A/1276/2016 Výzkum implementace inovovaného pedagogicko-psychologického modulu v pregraduální přípravě studentů PdF.
[2] Dominik Pecka (1895–1981) byl český katolický kněz, filozof a středoškolský pedagog. V době svého aktivního pedagogického působení se ostře vymezoval vůči tehdejšímu autoritativnímu způsobu výuky. Proslul svým pedagogickým zápalem, invenčností a individuálním přístupem ke studentům. Srov. Husák, P. (2012). Osobnost Dominika Pecky. Brno: Centrum pro studium demokracie a kultury. Úvodní citát převzat z: Pecka, D. (1945). Umění stárnouti za školou. Praha: Vyšehrad.
[3] Učitel v praxi zastává i jiné než vzdělávací a výchovné funkce. Jedná se zejména o časově náročné administrativní záležitosti, komunikaci s rodiči, doprovod žáků na školní výlety a akce, dozory v prostorách školy, přípravy na vyučování, sebevzdělávání atd. Učitelé tedy vykonávají i činnosti, které zůstávají veřejnosti mnohdy skryty, ale ve svém důsledku mohou vést k nárůstu stresogenních faktorů a následné nadměrné profesní zátěži (Urbánek, 2005, s. 27–28)