Ұзақ мерзімді жоспар бөлімі:
Менің тәуелсіз Қазақстаным
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Мектеп
Мұғалімнің аты-жөні:
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Күні: .
Сынып: 5
Сабақ 109-110
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Қатысқандар саны:
Қатыспағандар саны:
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Сабақтың тақырыбы
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Уа, еркіндік! Сенсің менің ең ғажайып өлеңім.
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Осы сабақта қол жеткізілетін оқу мақсаттары (оқу бағдарламасына сілтеме)
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5.Т2.Тыңдалған мәтіннің негізгі мазмұнын түсіну және нақты ақпаратты анықтау.
5.О6. Тақырып бойынша үйренген сөздерін қолдана отырып, мәтінде көтерілген мәселеге өз көзқарасын білдіру.
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Сабақтың мақсаттары
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Барлығы: ҚазақтіліндегітілдікқұрылымдарнегізіндеоқушылардыақынҚ.Саринніңшығармашылығымен танысады..
Көбі: Жалпы тақырып бойынша жаңа сөздер біледі.
Кейбірі: Меңгерген сөздерді қолдану арқылы өлеңнің өзекті мәселесіне көзқарасын білдіреді.
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Бағалау критерийлері
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Оқушыныңтөменгіжетістігі(ОТЖ):Қ.Саринніңөлеңдеріжайлыақпаратбереді,қойылғансұрақтарға жауапбереді.
Оқушыныңорташажетістігі(ООЖ):ақынныңшығармашылығыжайындаайтады,өлеңдерінсипаттай- ды, қосымша мәліметтербереді.
Оқушыныңжоғарғыжетістігі(ОЖЖ):тақырыпаясындатілдікқарым-қатынасқұраалады, сұхбаттасады,шағынмәтінқұрайды
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Тілдік мақсаттар
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Негізгі сөздер мен тіркестер.
Еркіндігім, өзегімде, боданына, бұғауландық, бәйгеге, құның, боздақтарым, ғұмырымда.
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Құндылықтарды дарыту
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Оқушыларға рухани-мәдени тәрбие беру.
Рухани-мәдени құндылықтарға баулу бостандықты, еркіндікті сезіндіру арқылы іске асырылады.
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Пәнаралық байланыс
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Тарих
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АКТ қолдану дағдылары
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Бейнематериал /https://www.youtube.com/watch?v=f_gCsgK1nyQ\
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Бастапқы білім
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«Алтын қалам» әдеби сыйлығының жеңімпазы кім екенін біледі.
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Сабақ барысы
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Сабақтың жоспарланған кезеңдері
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Сабақтағы жоспарланған іс-әрекет
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Ресурстар
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Сабақтың басы
3 мин
5 мин
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Сәлемдесу, түгендеу.
Сыныпта ынтымақтастық атмосферасын қалыптастыру үшін «Жылы жүрек- ізгілік тілегі» атты жүрекшелер арқылы бір-біріне тілек білдіру.
Топқа бөлу. «Пазл» әдісі арқылы мына берілген суреттер арқылы сыныпты 2 топқа бөлу.
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)
«Сиқырлы» әдісті пайдалану мақсатында мына берілген сұрақтар арқылы тақырыптың атын ашу.Мағынаны тану кезеңі
Берілген суретте не көріп тұрсыңдар?
Не түсіндіңдер?
Алғашқы 2 суреттер нені білдіреді?
3 пен 4 сурет жайлы не айтар едің?
Ал қандай үндестік бар?
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Суреттер
АКТ
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