Коучинг сaбaғы туpaлы жaзбaлap
6 ақпан 2014 жыл
Дарынды балаларға арналған облыстық мамандандырылған мектеп-лицей-интернаты,
Өскемен қаласы
Коучинг тaқыpыбы: «Өзара сабаққа қатысу-әдістемелік шыңдалудың бір тәсілі»
1-бөлiм: Тaқыpыпты негiздеу
Коучингтің тақырыбының өзара сабаққа қатысуға байланысты алынуының себебі мектебімізде өткізіліп жатқан қоғамдық-гуманитарлық пәндер бірлестігі апталығында өткізілген ашық сабақтарды талдау арқылы, сол өткізілген сабақтардың талдауларын коучингте пайдалана отырып өзара әдістемелік көмек алу болды.
Коучингтің мақсаты: Сабақты талдау арқылы ұтымды және тиімді жақтарына сараптама жасай білуге үйрету, әріптеске әдістемелік көмек ұсыну арқылы өзінің кәсіби шеберлігін арттыру жолдарын қарастыру.
Коучингке ұстаздар ұжымы толық қатысты, ал коучингтің жоспарланған кезеңдеріне тікелей қатысуға еңбек өтіліне байланысты етіп, 4 әріптестен тұратын 3 топ құрылды.
2-бөлiм: Коучинг сaбaғының сипaттaмaсы және оқытуды бaғaлaу
Коучинг сабағы сын тұрғысынан ойлау стратегиясының сабақ кезеңдерін басшылыққа ала отырып, жоспарланды. Сабақтың ұйымдастыру кезеңінде «коучинг» ұғымы туралы қайталау мәліметі беріліп, сабақтың тақырыбы, мақсаты түсіндірілді. Құрылған 3 топтың мүшелеріме топ ережелері нақыланып, ынтымақтастықтағы, бірлескен жұмыс жүргізу қажеттігі ескертілді.
Сабақтың «Қызығушылықты ояту» сатысына 3 топқа әр түрлі үш жағдаятты шешу тапсырылды:
1-топқа: Мұғалім: Менің бүгінгі ашық сабағымның өтуі ойлағанымдай болмады?! Рөлдік ойын: Мұғалім, әріптестер
2-топқа: Мұғалім: Менің өтілген сабағыма сын айтылды, мен әрекетім қандай болмақ? Рөлдік ойын: Мұғалім, әріптестер
3-топқа: Әріптес: Әріптесімнің өткізген сабағына мен қалай ұсыныс айта аламын?
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)
Қатысушылар өздеріне берілген уақыт ішінде нақты мысалдар арқылы талдау жасады, яғни өздерінің сабақтарында кездескен кедергілерді шешу жолдарын жағдаяттарының жауабы ретінде келтіре білді. Әр топтың жауабы бағаланды.
«Мағынаны тани білу» сатысына әріптестерге тарих сабағынан өткізілген Жакупбаева Гулия Кажиевнаның сабағының кезеңдерін бейнекөріністе көрсету жоспарланды. Бейнекөріністі бастамас бұрын 3 топ - оқушы, сабақ беруші мұғалім және сабаққа қатысушы әріптес ретінде рольге бөлінді. Әр топқа өз ролі бойынша сабақты талдауға қатысатындығы ескертілді. Бейнекөріністі қарап шыққаннан соң, әр топтың талдау тыңдалды. Бейнекөрініс бойынша талдау барысында сабақтың нақты өткізілген уақытындағы талдаудан да терең жұмыс жасалынды, яғни бұған коучингтің алғашқы кезеңінің ықпалы болды деп есептеуге болады. Оқушы ретінде – кері байланыс жасалынып, мұғалімдер тобының – өзіндік талдауы мен әріптестердің өзара талдау тыңдалды. Коучингтің келесі кезеңі сергіту сәтін өткізу арқылы жалғасын тапты. Әріптестерге алдын-ала әзірленген қосымша таратпа материалдар берілді және әзірленген таныстырылым көрсетілді.
Коучингтің «ой толғаныс» сатысына таратылған қосымшаларды пайдаланып, өздерінің рефлексивті қорытындысын әріптестерге көмек ретінде ұсынуға постер әзірлеу тапсырмасы берілді.
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)
Коучинг қатысушылары өз идеяларын жан-жақты қарастыра отырып, әріптестерге сабаққа қатысуда алдын-ала мақсатты айқындап, қатысқан сабағын сол мақсаты негізінде талдауды; әріптестеріне көрсетуге жоспарланған сабағының әзірлемесін дайындаудың тиімді жолдарын; сабақты өзіндік талдау мен өзара талдаудың нұсқаларын ұсынды.
![](data:image/jpeg;base64,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)
3-бөлiм: Бaғдapлaмaның идеялapынa қaтысты мұғaлiмдеpдi оқытуды бaғaлaу
Бұл коучинг бapысындa әpiптестеp топқa бөлiне ынтымaқтaстықтa жұмыс жaсaуды, топтық жұмысты бaғaлaудa өзapa бaғaлaу және өзiн-өзi бaғaлaуды қолдaнуды, сaбaқтa кеpi бaйлaныс болу кеpектiгiн, оқу үpдiсi кезiнде сеpгiту сәттеpiн қолдaну оқушылapдың оқуғa ынтaсын apттыpaтындығын бақылады. Әріптесінің сабағына қатысу және оны талдау барысында әдістемелік шыңдалуға болатындығы туралы ой қозғалды. Коучингтің жоспарланып, өткізілуі бойынша өз сабақтарына қажетті тиімді әдіс-тәсілдерді көре алды. Қорытындылай келгенде, коучингте әріптестер ынтымақтастықта бірлескен жұмыс жасады.
Коучинг
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Күні: 6 ақпан 2014
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Оразбаева Жанар Шайкеновна
Закарьянова Нургул Советовна
Абдрахманова Айнур Серикқызы
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Коучинг сабақтың тақырыбы
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«Өзара сабаққа қатысу - әдістемелік шыңдалудың бір тәсілі»
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Сілтеме
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Ресурс қағаздары.
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Жалпы мақсаты
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Сабақты талдау арқылы ұтымды және тиімді жақтарына сараптама жасай білуге үйрету, әріптеске әдістемелік көмек ұсыну арқылы өзінің кәсіби шеберлігін арттыру жолдарын қарастыру.
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Оқыту нәтижелері
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Құзырлы мұғалімдердің икемдіктері мен кәсіби шеберлігін арттыру
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Материалдар және құралдар
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Компьютер, интерактивті тақта, постер әзірлеу қағаздары, маркерлер
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Өту барысы
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Коучингтің кезеңдері
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уақыт
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Коучтың іс-әрекеті
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Қатысушылардың іс-әрекеті
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Амандасу.
Топқа бөлу.
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2 мин
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Мұғалімдерді 3 топқа бөледі. Еңбек өтілі бойынша топқа бөлу.
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Топқа бөлінеді.
Топ ережесін құрады.
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Қызығушылы ғын ояту.
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3 мин +2мин=10мин
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Рөлдік ойын.
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Әр топқа берілген жағдаяттарды талдау арқылы рөлдік ойын көрсетіледі.
1-жағдаят:
Мұғалім: Менің бүгінгі ашық сабағымның өтуі ойлағанымдай болмады?
Рөлдік ойын: Мұғалім, әріптестер
2-жағдаят:
Мұғалім: Менің өтілген сабағыма сын айтылды, мен әрекетім қандай болмақ?
Рөлдік ойын: Мұғалім, әріптестер
3-жағдаят:
Әріптес: Әріптесімнің өткізген сабағына мен қалай ұсыныс айта аламын?
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Мағынаны тану
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Ашық сабақтың бейнефильмін көрсету.
Рөлдік ойын:
1 топ: Мұғалім
2 топ: Оқушылар
3 топ: Қатысушы
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Топ бойынша көрсетілген бейнефильм бойынша сабақ талдайды. Оқушылар сабаққа пікір, ұсыныс айтады. Мұғалім сабағына өздік талдау жасайды, ал қатысушы талдау жасайды.
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Сергіту сәті
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1. Сергіту ойыны: Қатысушыларға шалбар, үй, бокал, фата, жылан салулары сұралады.
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Егер үйдің есігін жауып салса, тұйық адам. Шалбар жоғары тұрса, отбасында күйеуі басқарады. Бокал бос болса, арақ ішкенді ұнатпайды. Жыланның тілі жоқ болса, ұрсысуды ұнатпайды.
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Негізгі ой
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3 мин
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Таныстырылым. Слайд.
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Сабақ талдау түрлері мен әдістемесі ұсынылады.
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Ой толғаныс
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Әріптеске сабақ талдау әдістемесін постерде ұсыныңыз.
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Кері байланыс. Рефлексия
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2 мин
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Коучинг туралы стикерлерге екі жұлдыз, бір ұсыныс жазып қалдыру.
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Қорытынды
лау
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3 мин
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Қорытындылай келгенде бүгінгі коучингімізде біз Сіздермен топқа бөлініп, топта сабақ талдау жайында ой бөлісіп, ынтымақтастықта жұмыс жасадық.
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Нәтижесінде сабақ талдау барысында тек қана екі жұлдыз, бір тілек ретінде ұсыныс жасауға дағдыланамыз.
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Достарыңызбен бөлісу: |