Үй тапсырмасы.
«Қыз Жібек» жырын оқып, мазмұндап келу.
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Оқушылар күнделікке жазады.
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Сабақты бағалау.
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Бағалау парақтарын ескеріп, жиынтық баға шығарады.
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Бағалау парағын тапсырады.
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Жиынтық бағалау
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Рефлексия
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Слайдтан «Шығу парағының» сұрақтарын көрсетеді.
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Сұрақтарға жазбаша жауап жазып, «Сабақтан алған әсерім» қабырға газетіне іледі.
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Сабақ №1
Пән: Қазақ әдебиеті
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Күні: 10 қазан
Сынып: 9 «а»
(14-15 жастар)
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Барлық оқушылар: 9
Қатысқаны: 8
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Тақырыбы:
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«Қыз Жібек» жыры.
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Сілтеме:
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Бағдарлама, күнтізбелік жопар, Ақшолақов Т, Жұмажанова Т, Қалиев С, Дүйсебаев С. Қазақ әдебиеті, 9 сынып. - Алматы: «Мектеп» 2005
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Жалпы мақсаттар:
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«Қыз Жібек» жырының мазмұны мен идеясын ашу, ой-өрісін кеңейту, адамгершілікке тәрбиелеу.
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Ресурстар:
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«Қыз Жібек» әуені, үлестірмелі парақшалар, түрлі-түсті маркерлер, бағалау парағы, АКТ.
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Әдіс-тәсілдері:
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Тәсілі: жекелей, жұппен, топпен
Әдісі: Ой шақыру, ЖИГСО, топтастыру, кластер құру, тұжырым кестесі,
сұрақтар шеңбері, ББҮ
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Оқыту нәтижелері:
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Ой белсенділігі дамиды, мазмұнын, идеясын толық меңгереді, жыр кейіпкерлерін біледі, жоспар құра алады, дәлел айтады, шығармашылық қабілеттері артады, сыни тұрғыдан ойланады, өз ойларын жеткізеді, бүгінгі сабаққа дейін не білетіндерін, не білгендерін, не білгісі келетіндерін жеткізе алады, топпен, жұппен жұмыс жасайды, бағалай біледі.
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Түйінді идея:
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Екі жас қосылса - жанұя, екі өзен қосылса - дария
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Сабақтың барысы:
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Мұғалімнің әрекеті
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Оқушының әрекеті
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Бағалау
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Ұйымдастыру
кезеңі:
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Ынтымақтастық атмосферасын құрады.
«Мен қазақ қыздарына қайран қалам» әнін шаттық шеңберінде орындатады.
Жыр кейіпкерлері (Төлеген, Жібек) есімімен топқа бөледі.
Бағалау парағын таратады.
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Оқушылар өлеңді қосылып айтады.
Шағын 2 топ құрады.
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Үй тапсырмасын тексеру.
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Оқушыларға кәмпит және кәмпиттің қағазында оралған сұрақтарды шашады.
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Қолдарына іліккен кәмпиттің сұрақтарына кезектесіп жауап береді.
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Жаңа сабақ.
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Халық жадында мәңгі сақталған ару қыздардан кімдерді білеміз?
Ой шақыру.
«Қыз Жібек» фильмінен үзінді көрсетеді.
«Жигсо» әдісі бойынша шығарма мазмұнын баяндау.
1 топ. Жыр кейіпкерлерін топтастыру.
Жыр кейіпкерлері
2 топ. Жыр бойынша жоспар құру.
Сергіту сәті. «Мен қандаймын?»
Сергіту сәтін қалай орындау керек екендігін түсіндіреді.
Кейіпкерлердің іс-әрекеті мен адами қасиеттері жайлы тұжырым кестесін таратып береді.
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)
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Оқушылар ойларын ортаға салады.
Жыр бойынша топтағы әр оқушы өз бөлімдерін айтып береді.
1 топ. Кейіпкерлерді топтастырады.
2 топ. Жоспарға кластер құрады.
Оқушылар 1-ден 10-ға дейінгі сандарды бір мезгілде екі қолымен жазады.
Кітаппен жұмыс жасайды, сыни тұрғыдан ойланып, бірлесе отырып кестені толтырады.
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Мадақтау
«Бас бармақ»
Жетондар арқылы бағалау
Бағалау парағы арқылы
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