Následující kazuistika se věnuje situacím z výuky prvouky ve 2. ročníku základní školy. Kazuistika je koncipována v pojetí metodiky 3A, a zabývá se proto didaktickou prací s obsahem – učivem. V tomto případě se jedná o biologické téma zaměřené na poznávání ptáků a jejich života. Výuka, které se v tomto textu věnujeme, se konkrétně soustředila na jednoho z nejznámějších – a dětmi zpravidla značně oblíbených zástupců ptačí říše – vlaštovku obecnou.
Pojetí tématu se během výuky pohybuje mezi několika dílčími oblastmi biologie: taxonomií (odpovídá jí didaktický postup směřující k určování biologického druhu podle jeho tělesných znaků), etologií (didaktický postup směřující k poznávání způsobu života organismů v rámci životních podmínek) a ekologií (didaktický postup směřující k porozumění systémovým souvislostem utváření a zachovávání životního prostředí). Touto důležitou poznámkou chceme připomenout, že i zdánlivě jednoduchý vzdělávací a výchovný obsah pro mladší žáky si zachovává svoje podstatné významové vazby v kontextu příslušného oboru. Proto má i jeho základní struktura ve výuce respektovat významové a logické vztahy oborového poznávání a myšlení.
V kontextu prvouky se žáci učí zobecňovat nad rámec samotné biologie – učí se přemýšlet o vybraných jevech v širších vzdělávacích, kulturních a společenských souvislostech. Ale současně mají zvládat též opačný pohyb od zobecněných poznatků ke konkretizacím ve všech uvedených obsahových okruzích biologie i dalších oborů (samozřejmě do té hloubky poznávání v oboru, která je jim dostupná a pro jejich způsob myšlení přiměřená). V námi sledované výuce přitom žáci směřují k hlubšímu porozumění ústřednímu tématu: vlaštovce obecné. To je hlavní obsahové jádro, kolem něhož se postupně rozvíjejí žákovské poznávací a učební aktivity.
Vlaštovku obecnou žáci daného věku velmi dobře znají z vlastního pozorování a ledacos o ní také vědí z předcházející výuky nebo z četby a z rozhovorů s lidmi z jejich okolí. Proto je důležité nabídnout jim takový přístup, který by je nenudil, dostatečně je zaujal a motivoval je k přemýšlení a k získávání nových poznatků. O to se vyučující v popisované výuce pokusila prostřednictvím několika rozmanitých aktivit založených na imaginaci spojené s činnostním učením. Cílem je, aby žáci propojovali svou činnost a své reálné nebo fantazijní představy o určitém tématu s pojmy a znalostmi, které si mají osvojit.[1]
My si v tomto textu zvlášť povšimneme jedné z metod, kterou učitelka při didaktickém zpracování vzdělávacího obsahu využila: metody tzv. indicií. V této metodě se žákům pro poznávání a učení nabízejí indicie – obrazové nebo slovní nápovědi, které mají podněcovat žákovskou představivost v žádoucím směru a přivést ji k objevení pojmu, který má být cílem této aktivity.
Text kazuistiky je rozvržen do tří základních částí (kapitol), z nichž je odvozen název metodiky 3A: anotace (celková charakteristika rozebírané výuky), analýza (rozbor klíčových míst výuky, k nimž směřují návrhy pro zlepšení), alterace (návrh zlepšujících změn spojený s jejich kritickým posouzením). Pro lepší orientaci čtenářů v textu dodáváme, že autorky při výkladu vystupují společně, ale místy přenechávají slovo jen první z nich, která výuku rozebíranou v kazuistice sama vedla. V tom případě o ní mluvíme jako o „vyučující“ nebo „učitelce“. V některých částech textu učitelka vystupuje jako autorka komentářů citovaných v uvozovkách (učitelské přemýšlení o výuce).
- Anotace
Výuka prvouky se uskutečnila ve třídě 2. A složené z 11 chlapců a 11 dívek. Třída 2. A je z pohledu vyučující velmi aktivní, vnímavá a dychtivá přijímat nové informace. Žáci si při skupinové práci rychle dokážou mezi sebou vybudovat vztahy, které podporují součinnost a společně aktivně pracovat. Jejich předností (z hlediska učitele, který má umět žáky zaujmout), je hlavně to, že tito žáci jsou ještě značně hraví a umějí se nechat strhnout především k zapojení do pohybových aktivit. Toho jejich učitelka efektivně využívá tím raději, že se specializuje na tělesnou výchovu a své žáky k ní dobře motivuje.
Téma níže analyzované výuky odpovídalo očekávanému výstupu prvouky Rozmanitost přírody koncipovanému pro první období základní školy. Do tématu patří učivo o třídění živočichů podle nápadných znaků (taxonomické hledisko), zařazení některých ptáků do ekosystému ČR (ekologické hledisko), příprava živočichů na zimu (etologické hledisko) a v neposlední řadě též důležité současné téma lidské společnosti – soužití člověka s živočichy (ekologické i etologické hledisko).
Analyzovaná výuka byla součástí projektu Ptáci a lidé, který vychází ze školního vzdělávacího programu školy. Do výuky byly (zejména prostřednictvím expresivního zkoumání) zařazeny mezipředmětové aktivity z disciplín dramatická výchova, osobnostní a sociální výchova, vizuální (výtvarná) výchova, komunikační výchova, pracovní činnosti, hudební výchova.
Ve třetí třídě, v níž tato výuka probíhala, se v souladu s rámcovým i školním vzdělávacím programem zaměřuje a rozšiřuje pozornost na určité druhy ptáků a na jejich třídění, tj. na taxonomii. Od tohoto základního rozlišení se pak rozvíjejí poznatky etologické a ekologické. Je proto důležité vést žáky k porozumění tomu, jak se určitý živočišný druh liší anebo naopak shoduje s jinými druhy nejenom ve vnějších vlastnostech těla (v našem případě kupř. velikost a tvar těla, barva peří), ale také svým chováním a svou úlohou v ekologickém systému.
Analyzovaná výuka zahrnula dvě standardní vyučovací hodiny rozdělené přestávkou (tj. 90 pracovních minut). Výuka byla rozvržena do šesti hlavních fází: 1) práce s indiciemi; 2) vlaštovčí křídla – „vlaštovko, leť“; 3) krmení malých vlaštovek; 4) videoukázky ze života vlaštovky obecné; 5) tvorba myšlenkové mapy; 6) skládání papírové vlaštovky. Kurzívou zvýrazněnou fázi, první v pořadí, popisujeme a podrobněji rozebíráme níže. O zbylých se orientačně zmíníme v následujících dvou odstavcích této anotace.
Aktivita (2) „vlaštovko, leť“ následovala po první, evokační fázi opřené o práci s indiciemi. Žáci proto již znali téma (ptáci, vlaštovka obecná) a cílem této druhé aktivity bylo naučit děti, že ptáci mají přední končetiny přeměněné na křídla. Žáci si sami vyzkoušeli, jaké to je poletovat jako vlaštovka. Při poletování je doprovázela melodická píseň Vlaštovko, leť od Jaromíra Nohavici. Třetí etapa práce (krmení malých vlaštovek) byla zahájena sledováním videa ze života vlaštovek: stavění hnízda a péče o mladé. Poté se děti změnily ve vlaštovčí rodiče a samy se pustily do krmení. Metody (2) i (3) prostřednictvím expresivního zkoumání obrazivě simulují realitu. Při obrazivé simulaci reality si žáci zkoušejí „být v kůži“ někoho druhého prostřednictvím dramatizace a hraní rolí. Ty jim pomáhají lépe porozumět určité situaci z hlediska těch rolí, do kterých se oni sami mají vtělit.
Ve fázi (4) měly videoukázky z reálného života vlaštovek obecných sloužit jako zdroj věcných informací o tom, jak vlaštovky v různých etapách svého života vypadají a jak žijí (poznatky z taxonomie a etologie). Poznatky ze všech předcházejících fází výuky o vlaštovce se měly pojmově strukturovat a poznatkově zhodnotit ve fázi (5) – tvorba myšlenkové mapy. Děti prostřednictvím myšlenkové mapy samy na závěr rekapitulovaly všechny doposud nabyté informace o vlaštovce obecné s oporou o indicie z evokační části výuky. Konečně fáze (6) – skládání vlaštovky, byla uzavírací a měla původně vyústit do symbolického „vypuštění vlaštovek do světa“, ale složené vlaštovky si děti tolik oblíbily, že je nakonec vystavily ve své třídě jako vzpomínku na čas strávený v prvouce s vlaštovkami.
Pro pokračování projektu je plánován poslech vyspělé četby z knihy Já, Baryk. Na základě přečteného textu se budou rozvíjet aktivity zacílené na rozvoj kritického myšlení spolu s metodami insert, myšlenková mapa, pětilístek, volné psaní aj.
- Analýza
- Popis a klíčové momenty výukové situace
V analýze se soustředíme na vybrané aspekty výuky, které považujeme za nejpodnětnější při přemýšlení o tom, co ve výuce stojí za didaktickou pozornost a co by mohlo být podnětem pro zlepšování učitelské práce. Přitom se soustřeďujeme na ty stránky vyučování a učení, které pokládáme za příznačné pro prvouku jakožto předmět „tradičně komplikovaný z hlediska pojetí obsahu a formy výuky“, jak v jiné kazuistice o prvouce metodikou 3A konstatuje J. Stará (2017, v tisku). Zvláštní zájem proto budeme (v terminologickém pojetí metodiky 3A) v dalším textu věnovat souvislostem mezi vrstvami hloubkového modelu struktury výuky nazvanými tematická, konceptová, kompetenční vrstva (viz níže, srov. Janík et al., 2013, s. 55–57, 225–232).
Jak již bylo zmíněno, analyzovaná výuka – ve shodě se současným převládajícím přístupem v prvouce – je charakterizovaná snahou přivádět žáky k rozvoji obecnějších dispozic (resp. klíčových kompetencí v pojmosloví RVP) prostřednictvím učiva opřeného o bezprostřední žákovskou zkušenost s pozorovanými fenomény. Tento oboustranný pohyb mezi zobecňováním a konkretizací či operacionalizací zde budeme zkoumat především. Zaměříme se na didaktickou práci s prostředkem nazývaným v metodických materiálech i samotnou učitelkou ve výuce „indicie“.
Indicie v tomto případě sloužily pro evokační fázi výuky: pro motivační úvod do tematiky Rozmanitost přírody v projektu Ptáci a lidé. Před níže popisovanou prací s indiciemi se žáci orientačně již mohli s touto tematikou seznámit jak v první, tak ve druhé třídě. Žáci v té době už dobře věděli, že vlaštovka patří ke stěhovavým ptákům, kteří na sklonku léta odlétají do teplých jižních krajin. To bylo pro plánování a vedení výuky důležité, protože indicie učitelka vybírala tak, aby na tuto znalost žáci mohli ve své objevitelské snaze navazovat.
- Indicie: od záhady a tušení k objevu
„Indicie“ je pojem příznačný pro trestní právo nebo detektivní romány. Je odvozený z latinského indico ve významu „něco ukazovat“, „něco prozrazovat“, „být něčeho důkazem“.[2] V současné době je pojem indicie vysvětlován především jako příznak nebo nepřímý důkaz nějaké usvědčující skutečnosti, příp. jako podnět k podezření, že taková skutečnost nastala.[3] V tomto ohledu slovo „indicie“ poukazuje k pátrání, k tajemství a jeho odhalování, má v sobě náboj výzvy k přemýšlení a přezkoumávání. Jednoduše řečeno, indicie by měly do výuky přinášet atmosféru přitažlivého detektivního příběhu, výuka by se měla inspirovat jeho napínavostí pro čtenáře.
Z obecnějšího didaktického hlediska jsou indicie cenné především tím, že motivujícím způsobem podněcují žáky k imaginaci a k logickému myšlení, které propojuje významové vztahy mezi představami s významovými vztahy mezi pojmy. Žáci jsou vedeni k pátrání v prostoru své paměti vymezeném prostřednictvím indicie, jsou podněcováni k vytváření asociací a k promýšlení implikačních souvislostí typu „jestliže – pak“. Tento myšlenkový pohyb začíná u nejprve málo zřetelných významových a logických vazeb; na počátku mohou být žákovské odhady často mylné, ale postupně je žáci zpřesňují s oporou o nové a nové správné postřehy a propracovávají se ke stále zřetelnějšímu a určitějšímu zaostření na hledaný cíl.
Metody vzdělávací a výchovné práce s indiciemi jsou v posledních letech populární ve světě i u nás. Nepřímo o tom vypovídá skutečnost, že internetový vyhledávač Google nabízí pro česky zadané heslo „indicie ve výuce“ kolem 15 tisíc odkazů (ověřováno v červenci 2017) a mezi nimi řadu metodických textů, které obsahují návrhy postupů, jak ve výuce indicií využívat. Pro ilustraci jsme vybrali úryvek o metodě indicií z metodického listu 6/2011 z projektu Labyrint zaměřeného na podporu environmentální výchovy v Plzeňském kraji (Sprinzlová, 2011, s. 1):
„Učitel má na mysli jedno heslo, které se týká probírané látky. Děti sedí v kroužku kolem učitele. Ten jim postupně dává indicie. Indicie míří k danému heslu, kterým může být skupina organismů (třída, kmen, čeleď), typ orgánové soustavy (žebříčkovitá nervová soustava), vztah mezi organismy (parazitismus) nebo cokoli jiného – podle potřeby a fantazie učitele. Nápověda by měla směřovat od obecnějších charakteristik ke konkrétnějším.“
Stručný popis z citovaného úryvku dobře vystihuje to hlavní, co se při práci s indiciemi děje. Indicie je obrázek nebo věc, kterou lze interpretovat či charakterizovat několika klíčovými pojmy. Indicie případně může být přímo soupis těchto pojmů, které učitel spojí s určitým objektem (třeba lístek s popisem několika vlastností dětem neznámého stromu připevněný na jeho kůru). Důležité je, že interpretované pojmy nevedou k zamýšlenému cíli („heslu“) přímo, ale souvisejí s ním různými způsoby jen nepřímo – „oklikou“. Právě proto je nutné, aby žáci hledali ve své paměti, využívali obsahové asociace a pátrali po významových souvislostech, které nejsou zjevné na první pohled.
Z hlediska výše zmíněného modelu hloubkové struktury výuky (viz níže obrázek 1) je indicie nástroj pro tematizaci žákovské zkušenosti – proto je v modelu součástí tzv. tematické vrstvy. Ta reprezentuje složky výuky, které mají propojit žákovskou dosavadní zkušenost s důležitými oborovými koncepty, tj. s odbornými pojmy v příslušném oboru. V modelu hloubkové struktury výuky je to vyjádřeno spojnicemi, příp. šipkami, které vedou mezi tematickou vrstvou a tzv. vrstvou konceptovou (viz níže obrázek 1). Konceptová vrstva reprezentuje pojmy oboru: jak ty, které se žáci mají naučit, tak i ty, které sice v jejich odborné podobě ještě nemají přímo zvládnout, které ale stojí v poznatkovém zázemí jejich učení (v našem případě např. pojmy etologie, taxonomie).
Obě zmíněné vrstvy modelu, tematická a konceptová, mají být při výuce propojeny s třetí, cílovou vrstvou, kterou nazýváme vrstva kompetenční. Jak bylo výše uvedeno, v této výuce byly středem didaktické pozornosti zejména klíčové kompetence k řešení problémů, k učení, kompetence komunikativní a sociální. Je důležité, aby rozvoj kompetencí během výuky byl dobře opřen o práci žáků s obsahem, protože jinak dochází k tzv. didaktickým formalismům: obsah a cíle výuky nejsou kvalitně provázány, a žáci pak nerozumějí tomu, co se učí (více o didaktických formalismech srov. Slavík, Janík, Najvar, & Knecht, 2017, s. 372–374).
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)
Obrázek 1. Model hloubkové struktury výuky (konceptový diagram hlavních pojmů).
V námi analyzované výuce se užité pomůcky skutečně v uvedeném směru uplatnily: sloužily jako svého druhu nápovědi se záměrně nejasným pojmovým zacílením, které žákům dávaly příležitost zamýšlet se nad vzdělávacím obsahem. Žáci dostávali postupně jednotlivé indicie, podle kterých měli za úkol poznávat, o čem si budou povídat. Pomyslnou „desítkou v terči“, kterou měli žáci odhalit, byl klíčový pojem či „heslo“ vlaštovka obecná, ale prostřednictvím indicií se k tomuto cíli žáci museli propracovat. Nikoliv snadno, jak se ukázalo. Ani výběr indicií pro tuto úlohu nebyl pro učitelku snadný. Ona sama k tomu poznamenala:
„Procházela jsem na Internetu i ve své kartotéce mnoho obrázků a uvažovala jsem dost dlouho, jaké indicie vybrat a jak je pro předvádění seřadit za sebou. Bylo důležité trefit se do správné úrovně obtížnosti, která závisí na tom, jaké předcházející porozumění pro probírané téma mají už žáci k dispozici. To jsem se snažila odhadnout a představit si, jak asi budou při předvádění indicií přemýšlet. Čím dříve a čím přesněji žáci mohou vytušit, k jakému obsahu je indicie navádí, tím rychleji objeví hledané téma, ale nesmí to být pro ně až příliš snadné, aby ta činnost byla pro ně motivující a dostatečně napínavá.“
- Indicie: od předvádění přes vybírání k cílovému pojmu
Indicie obecně vzato jsou takové jevy, které svými vlastnostmi poukazují k něčemu, co je vlastním cílem pátrání a co s ním určitým způsobem fakticky (významově) a logicky souvisí. V případě námi analyzované výuky indicie mají povahu podnětu – vzdělávacího motivu, který nabízí úlohu k přemýšlení a vyzývá žáky k jejímu řešení. Šlo o to, aby indicie žáky vedla k formulování celé řady pojmových asociací, z nichž nakonec budou stále určitěji „sedimentovat“ ty pojmy, které se „trefují do černého“. Právě proto se ostatně jedná o indicie: „známky budící podezření“.
V případě obrazových indicií, jako je ten náš, obrázek předvádí (exemplifikuje) vizuální podobu, kterou je nejprve nutné „rozšifrovat“ (interpretovat) do podoby slovního označení (denotace). Přitom se nabízí nespočet řešení, které z hlediska učitelem zamýšleného cíle mohou vést žáky jinam – právě proto ale mohou být podnětné pro přemýšlení v souvislostech a pro trénink logického uvažování (srov. Slavík, Janík, Najvar, & Knecht, 2017, s. 225–230). Tím se u žáků mohou rozvíjet kompetence k řešení problémů i k učení. Při diskusích o různých možnostech řešení se uplatní i kompetence komunikativní a sociální.
Co k tomu říká vyučující? „Výběr indicii závisel na důležitých informacích o vlaštovce obecné. Předpokládala jsem, že žáci mají již o vlaštovce nějaké základní informace, které získali v mateřské škole či v 1. ročníku základní školy. Jednotlivé indicie měly dětem dát nápovědu při hádání vlaštovky. Můj předpoklad byl, že děti na základě indicií poznají vlaštovku mnohem dříve. Jak se ale ve výuce ukázalo, vybrané indicie spíše žáky zaváděly jiným směrem. Mnohdy mne až překvapilo, kam až děti došly při svých nápadech. To by samo o sobě nevadilo, je to pro metodu indicií příznačné, ale chyba byla, že leckdy převládalo jen spontánní hádání nad soustavnějším přemýšlením. Odnesla jsem si z toho poučení, že žáci potřebují častěji a pravidelněji trénovat objevování souvislostí, představivost a logické uvažování.“
Uvedený názor učitelky ilustrujeme popisem příslušné situace (obrázek 2). První indicie – obraz přímořské krajiny – měla zajímavé a vzájemně nemálo odlišné reakce dětí. Měla připomínat odlet vlaštovky obecné do teplých krajin. Na fotografii bylo zachycené moře a palmy.
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)
Obrázek 2. Rozhovor probíhal v kroužku na koberci.
Byla to první indicie v řadě (obrázek 3), takže děti vůbec netušily, jakým směrem se bude setkání nad obrázky ubírat. Na pobídku: „Podívejte se na tento obrázek. Kdo z vás mi poví, o čem si budeme povídat?“, začaly děti hádat. Všechny děti vycházely z obrázku, na kterém byl zachycen oceán a palma. Pouze jedna žákyně, Tereza, ačkoliv ještě nevěděla, k čemu bude práce s indiciemi směřovat, si ale vzpomněla na téma, které bylo nadějné pro další postup k zamýšlenému cíli: použila totiž slovo země, ve smyslu „místo, kde je teplo“. Tím nevědomky napověděla, kam se ptáci mohou stěhovat.
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)
Obrázek 3. První indicie.
Lucie: „O moři.“
Břetislav: „O pláži.“
Sofie: „O oceánu.“
Honza: „O dovolené.“
Štěpán: „O palmě.“
Tereza: „O zemích.“
Na druhé indicii se objevila fotografie vidličky z běžného jídelního příboru; ten žáci jistě důvěrně znají. Tato indicie se učitelce při přípravě výuky zdála jako jednoznačná nápověda: měla by v dětech okamžitě evokovat představu ocasu vlaštovky. Bylo tím myšleno, že vlaštovčí ocas připomíná vidličku a děti jej také tak často popisují. Vyučující vycházela z předpokladu, že si žáci uvědomí kontext pro dané téma – jednalo se přece o výuku v projektu zaměřeném na ptáky. Proto by žáci měli pojem vidlička bez nesnází přiřadit k charakteristice vlaštovčího ocasu.
„Můj předpoklad se však ukázal jako mylný,“ připouští učitelka, „protože jsem v tu chvíli nevzala dost v úvahu, že já vím, o čem je dané téma, ale děti o něm ještě nic netuší“. Problém mohl být umocněn vizuální podobou předloženého obrázku: jak ukazuje obrázek 3, byla to běžná jídelní vidlička se čtyřmi hroty, nadto mírně prohnutými, jak bývá u příboru obvyklé. Potíž je ale v tom, že vizuální metafora „vlaštovčí ocas je vidlička“ vychází z představy vidličky jen se dvěma hroty. Zkusmo můžeme tvrdit (což by se v praxi dalo ověřit), že kdyby se o vidličce pouze mluvilo nebo psalo, byla by větší šance, že děti nebudou svázány konkrétní podobou a snáz se jim vybaví poměrně vžité rčení o vidlicové podobě vlaštovčího ocásku.
V tomto případě ale obrázek zavedl jejich asociace původně nezamýšleným směrem, i když velmi pochopitelným. Obrázek vidličky ve spojení s první indicií v dětech evokoval představu dovolené u moře a dobrého jídla. „Možná by bývalo bylo lepší tuto indicii zařadit později, až bude dětem jasnější, o čem bude naše setkání, např. budou alespoň hádat, že téma budou ptáci,“ uvažuje k tomu vyučující. „Některé děti indicie zavedly velmi zajímavým a pro mne zcela nečekaným směrem, např. k hledání pokladu na mořské pláži. Kája jako první dokázala alespoň propojit obě indicie dohromady, o totéž se pak z různých stran pokoušeli i Matouš a Kačenka, Honza se spíš držel jen asociace s tropickým ostrovem – ostrovem pokladů.“ Dokladem toho jsou tyto citace dětských nápadů:
Kája: „O mořském jídlu.“
Matouš: „O ztracených věcích na pláži.“
Kačenka: „O lidojedech.“
Honza: „O pokladu.“
Jak je z citací znát, děti se v této části práce držely věcné podoby indicie a nedokázaly hledat hlubší souvislosti a informace spojené k nalezení hledaného cíle. Pojem přirovnání je pro ně příliš těžký, domnívá se jejich učitelka, ale i přesto, že o něm nic nevěděly, byla tato aktivita (opřená o schopnost přirovnávat a hledat dříve neviděné souvislosti) pro děti velmi zajímavá, probouzela v nich napětí, vzrušení a přemýšlení o tom, kde se v jejich usuzování objevila chyba. Žáci si přitom mohou dobře procvičit přemýšlení v logické vazbě jestliže (to není A) – pak (to může být B, C, D…), protože…
Vyučující k tomu říká: „Aktivita byla velmi motivující, což jsem ani neočekávala. Domnívala jsem se však, že budeme s touto aktivitou hotovi mnohem rychleji. Žáci nedokázali lépe využít získané informace k dořešení problému tak, aby o něm přemýšleli společně. Hádali jeden přes druhého, a to jim neumožňovalo lépe se logicky zamyslet.“
Třetí indicie byl obrázek dítěte s nasazeným tukaním zobákem. „Zde jsem si byla jistá, že děti okamžitě zareagují a poznají vlaštovku podle zobáku tukana na dětském obličeji,“ podotýká k této indicii vyučující.
V této fázi sice ještě dětem nesvitlo hlavní téma – vlaštovka, ale přece jenom třetí indicie dovedla děti k pojmu zvíře (přesněji by to měl být živočich), a dokonce ještě blíže k cíli: k pojmu pták. Tady už žáci začali pomalu propojovat jednotlivé obrázky a někteří hledali spojitosti. Neustále jim činilo největší problém hledání významových a logických souvislostí mezi jednotlivými indiciemi. Uviděly obrázek a hned bez většího přemýšlení, tj. příliš rychle, hádaly.
Nikola: „O zvířatech.“
Johana: „O ptákách.“
Adam: „O tukanech.“
Johana: „Co zvířata jí.“
Kuba: „O hmyzu.“
Každá odpověď byla dobře pochopitelná, přestože každá nějak jinak „vyhmátla“ osobitý a nějak zdůvodnitelný poznatek. „Ale u Kuby jsem se nejprve zarazila a přemýšlela, proč se zmínil o hmyzu,“ podotýká učitelka. „Později jsem si uvědomila spojení zobák – hmyz.“ Možná Kubu inspirovala i ta vidlička, která by mohla podpořit představu vztahu mezi jídlem a ptačí potravou.
Štěpán: „Tukaní zobák.“
Čtvrtá indicie ukázala obrázek mouchy (obrázek 4). Tady už byly děti ve svých odhadech velmi blízko a začaly také rychle navazovat na poznatky z doposud probíraného učiva. Moucha se zřejmě pro ně stala rozhodujícím klíčem, který otevřel bránu ke správnému směru úvah. Zatím ještě nedokázaly promyšleně propojit jednotlivé indicie dohromady, ale hádaly či odhadovaly čím dál přesněji, až uhádly.
Obrázek 4. Čtyři indicie.
Kája: „Co jí takovej čáp.“
Ema: „O ptácích, který létají do teplých krajin.“
Břéta: „O stálých a stěhovavých ptácích.“
Kačenka: „O vlaštovce.“
„Měla jsem velikou radost, že děti samy po uhádnutí tématu našeho setkání začaly zpětně reflektovat jednotlivé obrázky a dávat dohromady souvislosti, které jim nejprve unikaly,“ zdůrazňuje učitelka. „Nemusela jsem vysvětlovat výběr jednotlivých indicií. Děti samy dokázaly následně zhodnotit daný výběr.“
Honza: „Jó, už vím, odlétá do teplých krajin.“
Ema: „Vidlička jako ocas!“
- Ohlédnutí za indiciemi (autorský pohled učitelky)
Bilance, která shrnuje učitelské poznatky z takto využité metody indicií, je povzbudivá. Práce s indiciemi byla pro děti zajímavá především proto, že měla motivační náboj spojený s řešením hádanek, s objevováním něčeho neznámého i záhadného. Děti byly nadšené z odhalování významů u postupně předkládaných obrázků, které je měly zavést k cílovému tématu. Tato aktivita byla pro děti nová a její podnětnost se ukázala hlavně zpětně, po skončení celé akce. Děti totiž až ve zpětné reflexi samy odhalovaly, co a jak měly dělat jinak nebo naopak co dělaly správně, např. jak se měly zamýšlet nad jednotlivými obrázky, jak hledat vzájemné souvislosti, aby došly ke konkrétnímu závěru.
Z mého pohledu jsem byla velmi spokojená s novou metodou práce, kterou jsme ještě nevyzkoušeli. Je založená na aktivizaci představ, na odhadování souvislostí mezi obrazovou a verbální reprezentací obsahu a na interpretování významů z nabízeného obsahu se záměrem objevit jejich společný kontext („o čem to je“). Všechny tyto mentální operace mohou děti posunout zase o kousek dál při získávání obecných kompetencí – „klíčových kompetencí“ z RVP.
Mým záměrem bylo rozvíjet kompetence k učení, k řešení problému, komunikační, sociální a pracovní. Metoda práce s indiciemi se mi moc líbila a po tomto prvním vyzkoušení jsem ji začala zařazovat častěji do výuky. Žáci se při této formě práce učí sami zamýšlet nad problémem a hledat smysluplné souvislosti. Indicie je výtečným podnětem k přemýšlení, ať už se jedná o obrázek, slovo či jinou formu podnětu. Tento problém žáci řeší samostatně či společně a snaží se jej řešit tak, aby mohli navázat v další aktivitě. Domnívám se, že také vzájemná diskuse nad vzniklým problémem je velmi přínosná pro výcvik ve vyjadřování vlastních názorů a jejich zdůvodňování. Vede k překonávání ostychu, případně strachu z neúspěchu při vyřčení myšlenky, která by nebyla vhodná, nebo dokonce špatná.
Problémem při této aktivitě zůstává vhodný výběr indicií, na kterém závisí další vývoj a postup práce. Důležité je odhadnout míru návodnosti indicie v souvislosti s dosavadními znalostmi žáků, s jejich osobními zkušenostmi s tématem a s jejich intelektuálními předpoklady (s věkem). Je-li návodnost indicie příliš velká, pro žáky není práce s ní dost zajímavá. Pokud je naopak hledání souvislostí nadmíru náročné, mohlo by je odradit od dalšího hledání. V našem případě se ale ukázalo, že děti měly ze zkoumavé aktivity nemalé potěšení a se zájmem u ní vydržely navzdory tomu, že se jim v prvních fázích nedařily správné odhady.
Dle mého názoru nelze nikdy dopředu zaručit, jakým směrem se vydá celá aktivita, protože není možné přesně předpovídat, k jakým asociacím indicie žáky povede, a tedy ani to, jak bude pokračovat případná diskuse. Proto vyučující musí mít na mysli několik možných variant, a především připouštět několik různých pohledů a různé argumentace. Záleží pak na citlivém didaktickém podněcování dětí k úvahám v tom směru, který vyučující pokládá za nejpříhodnější pro učení a porozumění.
V neposlední řadě mne tato aktivita zaujala proto, že učitele vede k poznání, jak jeho žáci přemýšlejí a jakým směrem vedou jejich úvahy. Vnímavý učitel dokáže při této formě práce u žáků odhalit nedostatky v získaných vědomostech a následně je prohlubovat a rozvíjet. Kromě toho se ale hodně dozví o způsobu logického uvažování svých žáků a o jejich porozumění pojmům. Proto je v tomto směru může citlivě podporovat.
- Alterace k metodě indicií a jejich kritické přezkoumání
Náš návrh alterace, který má směřovat k lepšímu budoucímu využití metody indicií, vychází z již zmíněných úvah o vztahu mezi předváděním (exemplifikací) určitých vlastností-příznaků a didaktickým záměrem z nich dešifrovat (interpretovat) příslušné pojmy a slovně je označit (srov. Slavík, Janík, Najvar, & Knecht, 2017, s. 225–230). Připomněli jsme, že obrazová exemplifikace (v našem případě: tropická pláž, vidlička, tukaní zobák, moucha) slouží jako nabídka, která má vycházet z dosavadních žákovských zkušeností a poznatků. Přitom by tato nabídka neměla být ani příliš návodná, ani nadmíru nejasná nebo zavádějící. Co se tedy u ní dá zlepšovat? Zjevně především tři stránky předvádění indicií: jednak (1) zaměření (výběr) a (2) rozsah (množství) nabízených významů, jednak (3) pořadí (postup) nabídky jednotlivých indicií.
Pokud se týká zaměření (výběru) významů, měli jsme k dispozici tři převážně etologické indicie (teplé krajiny – atribut stěhovavých ptáků; tukaní zobák – atribut ptačí obživy; moucha – atribut hmyzožravých ptáků) a jednu indicii svým charakterem taxonomickou (vidlička – poukaz k vidličnatému ocasu, který je příznačný pro vlaštovku obecnou). Toto zaměření považujeme za přijatelné. Mohli bychom ale přemýšlet o nějaké změně v konkrétní indicii nebo v rozsahu výběru: přidání nějaké další indicie.
Pokud se týká zobáku, mohli bychom ho na obrázku vyměnit – nemusel by být právě od tukana, ale od nějakého jiného ptáka. Kdyby to však byl přímo vlaštovčí zobák, šlo by zřejmě o nadmíru návodnou indicii, protože aby byl na obrázku dost zřetelný, musel by být spojený s hlavou vlaštovky. A stěží bychom našli jiný typ zobáku, který by byl stejně vizuálně přitažlivým prototypem „zobákovitosti“ jako právě ten tukaní. V tomto případě by tedy nejspíš žádná změna nedokázala lépe nahradit původní řešení.
Ohledně přidání indicie by se dalo uvažovat nejvýše o jedné nebo dvou indiciích navíc, s ohledem na časové možnosti. Stálo by za pokus vložit ještě před obrázek tropické krajiny indicii samotného moře, která by mohla pomoci žákům vytušit motiv cesty či cestování. Možná by ale jen podpořila chybný směr jejich uvažování o dovolené u moře.
Pořadí či postup předvádění indicií by bylo možné pozměnit tak, aby rychleji navedlo žáky správným směrem. V tom případě by se nabízelo předřadit obrázek zobáku všem ostatním indiciím, a to s předpokladem, že rychleji přivede žáky k tématu ptáci. Pokud by pak následovala indicie moře, mohl by se mezi žákovskými odhady objevit i postřeh o odletu do teplých krajin. Možná by ale v tom případě vadil při hledání poznatek, že domovem tukana jsou tropy – tento pták proto nemusí létat v zimě za teplem. Kdyby místo moře následovala indicie vidličky, mohla by se objevit asociace prostřednictvím myšlenky: zobák je částí těla ptáků – může být vidlička nějakou částí ptačího těla? Pokud by se však žákům otevřela tato cesta, možná by další indicie již nebyly nutné, aby žáci odhalili cílové téma: vlaštovka obecná. Tím by napínavé hledání mohlo skončit příliš brzy.
Jak se při těchto myšlenkových experimentech ukazuje, výběr indicií, jejich množství i pořadí jejich předvádění má sice určité meze či hranice, za které není možné zajít, aby indicie nebyly příliš nesmyslné (např. v našem případě obrázek sluneční soustavy, stroje apod.). Ale pokud tyto meze nepřekročíme, není dost dobře možné uplatnit nějak obecné kritérium, které by vedlo k nejlepšímu výběru za všech okolností. Jednak proto, že nikdy nelze s jistotou předem určit, k jaké asociaci v určitém případě indicie žáky přivede. A zejména proto, že i všechny zavádějící asociace jsou nakonec pro vzdělávací záměry prospěšné právě z toho důvodu, že během aktivity a zejména pak při závěrečné reflexi vedou žáky ke zpětnému promýšlení logických a významových souvislostí.
Proto můžeme kritické úvahy o navržených alteracích shrnout tím, že pokud nejsou indicie vyloženě nesmyslné, mohou být prospěšné jejich velmi rozmanité varianty. U nich pak není dost dobře možné předem, tj. bez znalosti aktuálních okolností, přesněji odhadnout, co bude didakticky prospěšné s ohledem na sledované cíle, a co naopak bude třeba zlepšovat. Možná právě v této neurčitosti spočívá zvláštní půvab metody indicií založený na tajemství a nejistotě.
Problematická stránka práce s indiciemi se týká soustavnosti myšlení i komunikace žáků o hledaném tématu. V analyzované výuce se jako největší problém k řešení ukázala nízká dovednost žáků promyšleně a soustavně rozvíjet určitou tematickou linii úvah a s nimi spojených argumentů „proč“ (by to mělo být A, nikoliv B). Ukázalo se, že žáci ve sledované výuce měli sklon k rychlým intuitivním odhadům bez větší snahy o systematickému přemýšlení a zdůvodňování svých soudů. Metoda indicií svou otevřeností k rozmanitým možnostem může sama svádět k ukvapeným odhadům, proto je důležité žáky v tomto směru poučit a citlivě je přivádět k preciznějšímu myšlení i k uvážlivé argumentaci.
Kdybychom tedy měli hodnotit sledovanou výuku, přisoudili bychom jí označení podnětná a v mnoha směrech i rozvíjející. I ty momenty, pro které by bylo možné navrhovat případná zlepšení, se nakonec při reálné výuce ukázaly plodné pro žákovské myšlení i pro poznávání jeho důležitých rysů ze strany učitelky. Diagnosticky zvlášť závažná byla jistá „zbrklost“, která se projevila v žákovských odhadech a která vedla učitelku k správnému rozhodnutí soustředit se do budoucna na procvičování soustavného logického přemýšlení.
- Závěr
V tomto textu jsme se zaměřili na využití metody indicií v prvouce věnované etologickým, ekologickým a taxonomickým poznatkům zakotveným v tématu vlaštovka obecná. Ověřili jsme si, že metoda indicií sice může být univerzálně použitelná pro rozvíjení klíčových kompetencí, tj. nadoborových cílů, ale jako každá vzdělávací metoda získává smysl jedině prostřednictvím konkrétního obsahu, resp. učiva. Teprve ve vztahu ke konkrétnímu obsahu může vyučující anebo jiný posuzovatel výuky hodnotit, zda se daří příslušnou metodu ve výuce uplatnit lépe, nebo hůře. Tato obsahová závaznost metody je při práci s indiciemi dobře patrná, protože indicie mají žákům sloužit k objevování skrytého obsahu, který je hlavním cílem pátrání.
Metoda indicií je didakticky cenná tím, že podněcuje žáky k přemýšlení a k diskusím o konkrétním obsahu, ale současně jim tento obsah předkládá v zašifrované „záhadné“ podobě, která žáky dobře motivuje k přemýšlení o významových a logických souvislostech mezi obsahovými prvky. Tím se indicie pro žáky stávají vhodným vzdělávacím motivem. A pro učitele se díky indiciím ozřejmuje žákovská „cesta k obsahu“, tj. ukazuje se postup obsahové transformace, který žáky vede k porozumění. Právě možnost sledovat procesy transformace obsahu přímo v akci, když žáci nahlas přemýšlejí a diskutují o svých objevech, je přínosná jak pro samotné žáky, tak pro jejich vyučující.
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Švec, V. et al. (2016). Studenti učitelství mezi tacitními a explicitními znalostmi. Brno: Masarykova univerzita.
Mgr. Sylva Eliášová vystudovala Pedagogickou fakultu Univerzity Karlovy v Praze. Pracuje jako učitelka pro 1. stupeň se specializací TV pro ZŠ na Základní škole Příbram VIII, Školní 75. Praxi jako elementaristka na základní škole má od roku 1996. Zaměřuje se především na inovativní přístupy ve vzdělávání. Zkušenosti ze své praxe předává jako externí spolupracovnice společnosti Bakaláři.
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)
PaedDr. Vladimíra Slavíková vystudovala Univerzitu Karlovu v Praze, doktorský titul získala z oboru učitelství pro mateřské školy. Má dlouholetou praxi jako ředitelka Mateřské školy Klubíčko v Příbrami. Své zkušenosti předává jako lektorka. Je hlavní autorkou metodických publikací se zaměřením na artefiletické pojetí výchovy.
[1] Zkoumavé metody tohoto typu, které vycházejí ze žákovy imaginace a opírají se o činnostní učení, označujeme souhrnně jako expresivní zkoumání (expresivní experimentace). Expresivní zkoumání se uskutečňuje v aktivitách, které jsou blízké imaginativním uměleckým postupům (dramatickým, výtvarným, muzikálním) a jsou založeny na „ztělesňování“ obrazných představ skrze vlastní činnost (srov. Slavík & Komzáková, 2017; Švec et al., 2016, s. 65–67).
[2] Novotný, F. (1948). Latinsko-český slovník. Praha: Česká grafická unie, s. 679.
[3] Kraus, V. & Petráčková, V. (2001). Akademický slovník cizích slov. Praha: Academia, s. 328.