Сабақ тақырыбы: Шерхан Мұртаза «Жүз жылдық жара» әңгімесі
Пән: ҚАЗАҚ ӘДЕБИЕТІ (L1)
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Мектеп: Көкшетау ФМБ. НЗМ.
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Күні: ____/02/2013
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Мұғалім: Закерия Хайрат
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Сынып: 7 Сабақ саны: 2
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Оқушылар саны: 22
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Келмегендер: ___
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Сабақ қамтитын оқу мақсаттары:
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Бейнекөріністен алған әсері бойынша дәлелдеп, сын - пікір жазады.
Белгілі бір көзқарасты анықтауда мәтіндердегі баяндалған мәліметтерді,
жалпы түрде берілген аргументтер тізбегін анықтап оқиды.
Сұрақтарға жауап беруге дағдыланады.
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Сабақ мақсаты:
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Мәтінді оқу арқылы білім, түсініктерін қалыптастырып, мазмұнына анализ, синтез жасап, айтылған ойға өз көзқарасын білдіріп, қорытындылап, баға бере алуы;
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Тілдік мақсаттар:
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Қажет мәліметтерді табу үшін әр түрлі ресурстардан оқып сараптама жасайды (кітаптар, сөздіктер, газеттер, постерлер, ғаламтор, ақпарат құралдары)
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Күтілетін нәтижесі:
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Оқушы Блум таксономиясы арқылы кез келген тапсырманың мәселесін анықтап, оның шешу жолдарын табуға дағдылана алуы;
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Алдыңғы тақырып
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«Үйсіз-күйсіздер әлемі» ой қорыту.
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Жоспар:
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Жоспарлан ған уақыт
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Іс-шаралар
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Ресурстар
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Сабақтың басы
3 мин
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Сабақ барысы:
Ұйымдастыру кезеңі: а) Сыныптан үш оқушыны бағалау үшін нысанаға аламын. 1 оқушы /Ербол/ – өте жақсы оқиды; 2-оқушы /Мадина/ – жақсы оқиды; 3-оқушы /Ділдар/ – орташа оқиды.
ә) Алдағы атқарылатын сабақ барысымен таныстырамын.
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30 мин
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Негізгі кезең:
Тапсырма: Блум таксономиясы бойынша 6 кезеңнен тұратын тапсырма беріледі. Оқушылар берілген тапсырманы білім, түсінік, қолдану, анализ, синтез, бағалау кезеңдері бойынша тапсырма әзірлеп қорғауы керек.
Тапсырма барысы:
Шерхан Мұртазаның «Жүз жылдық жара» әңгімесінен үзінді оқиды;
Блум таксономиясының 6 кезеңі бойынша сұрақтарға жауап әзірлейді;
Жауап үлгісі оқушының таңдауы бойынша болады. (дәптерге жазбаша, А3 форматына сызба, сурет үлгісінде, презентация, т.б.)
Соңында осы тақырып бойынша эссе жазу;
Тапсырма: Блум таксономиясы бойынша оқушылар жауап беретін сұрақтар.
Білім: 1. Жара дегеніміз не? 2.
Түсінік: 1. Оқиға не туралы? 2. Бақ, саябақдегеніміз не?
Қолдану: Ауыл адамдарының әрекеттері неге ұқсайды?
Анализ: «Бақтияр бағы» мен қазіргі еліміздегі табиғатты салыстыр.
Синтез: 1. Шығарма мазмұнына жоспар құр. 2. Шығармадағы көтерілген мәселелерді маңыздысынан төмен қарай жаз.
Бағалау: 1. Кейіпкерлерге мінездеме бер, іс-әрекеттерін талда және баға бер. 2. Жүз жылдық жараға айналған не нәрсе?
Оқушы жұмысын бағалауға арналған критерийлер мен дескрипторлар:
Критериилер
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Дескрипторлар
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1 ұпай
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2 ұпай
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3 ұпай
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Білім, түсінік, қолдану.
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Тақырып бойынша нақты мәліметке жауап бере алмаса;
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Оқығанын түсініп, бірақ абстрактілі ұғымдарды мысалмен дәлелдей алмаса;
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Нақты мәліметтерді атап, оқығанын түсініп, ұғымдарды нақты мысалдарға айналдыра алса;
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Анализ және синтез
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Оқушы өз тәжірибесімен салыстыра алмаса;
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Өз тәжірибесімен салыстырып, бірақ идеяны, мәліметтерді жинақтай алмаса;
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Өз тәжірибесімен салыстырып, идеяны, мәліметтерді жинақтай алса;
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Коммуникация
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Шығарма идеясын түсіне алмаса, кейіпкерлерді, іс-әрекеттерді, нәтижені салыстыра алмаса;
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Шығарма идеясын түсініп, кейіпкерлерді анықтап, іс-әрекеттері мен нәтижесін салыстырып бере алмаса;
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Шығарма идеясын түсініп, кейіпкерлерді анықтап, іс-әрекеттері мен нәтижесін еркін салыстырып бере алса;
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Бағалау шкаласы: 9 - 8 ұпай – «5» 88% – 100%
7 – 6 ұпай – «4» 87% - 67 %
5 – 3 ұпай – «3» 66% - 33%
2 ұпайдан төмен – 2 32% - 0%
Сыныптан Ербол, Мәдина, Ділдар үшеуі ғана жұмыстарын сынып алдында қорғайды. Қалған жұмыстарды жинап аламын, критерийлер бойынша бағалаймын.
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3 мин
2 мин
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Сабақтан алған әсерлерің мен пайдасы туралы стикерге жазып, тақтаға қалдырыңдар. (Кері байланыс)
Үйге осы тақырып бойынша эссе жазыңдар;
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Қосымша мәлімет
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Саралау – көбірек қолдау көрсету. Қабілетті оқушыларды анықтау үлгісі
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Оқушылардың жұмыс нәтижесін бағалау үлгісі.
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1. Пәнаралық байланысқа сілтеме
2. Денсаулық және қауіпсіздік
3. АКТ сілтемелері
4. Құндылықтар сілтемесі
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Жұптар бірі-біріне қолдау көрсетеді. Нәтижені саралау. Кей жұптар табиғатты қорғау туралы өзгелерден азырақ мәлімет алулары мүмкін. .
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Оқушылардың жұмысын арнайы құрастырылған критерийлер мен дескрипторлар арқылы бағалаймын. (жоспарда көрсетілген)
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1. Тіл, тарих, экология, қоғамтану
пәндерімен тығыз байланысты.
2. Сыныпты 3 топқа бөлемін.
3. АКТ дағдыларына кейбір оқушылардың өз қалаулары бойынша тапсырманы презентация түрінде орындаулары жатады.
4. Топпен жұмыс істеу дағдылары.
(бір-бірін тыңдау, құрметтеу.)
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Қорытынды бағалау: Мен бүгінгі сабақта оқу нәтижелері 3 түрлі оқушыларды нысанаға алып, жұмыс нәтижесін бағаладым.
Бағалау нәтижесінде Ербол – 5, Мәдина – 4, Ділдар – 3 әрі ынталандыру сыйлығына ие болды.
Ең жақсы өткен екі дүние. (оқытуға және үйренуге қатысты)
1: 7-сыныпқа бұрын қолданып көрмеген Блум таксономиясымен жұмысты тәуекел етіп, оқытуға енгізгенім;
2: Кейбір оқушылардың «анализ» кезеңіндегі түрлі көзқарастары мен салыстырулары өте қызықты өтті.
Сабақтың одан да жақсы өтуіне ықпалын тигізетін бір-екі дүние. (оқытуға және үйренуге қатысты)
1: Оқушыларға жазушының идеясына байланысты «киіз үй» макеті сынды қосымша мәліметтерді тірек сөз ретінде берсем, әңгіме идеясын жан-жақты ашып беруіне септігі тиер ме еді?!
Осы сабақтың барысында мүмкін барлық сынып немесе жекелеген оқушылар туралы менің келесі сабағыма қажет болатын екі ақпаратты білдім.
1: Білім дәрежесі 3 түрлі 3 оқушыны бақылауға алу арқылы олардың нені білетінін, нені білмейтінін анықтап, алдағы сабақта олардың нәтижесінің алға басуы үшін қосымша әдіс-тәсілдер ізденемін.
2: Осындай жекелеген оқушыларға арналған бақылауды келесі сабақта қосымша жақсарту тәсілдерін пайдалана отырып, нәтижесіне тағы да сараптама жасаймын.
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)
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