Сабақтың тақырыбы: Электролит ерітінділеріндегі электр тогы. Электролиздің қолданылуы. Электролиз заңы
(физика, химия және информатика пәндері бойынша кіріктірілген ашық сабақ)
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Мектеп: Ақтөбе қ. НЗМ
Мұғалімнің аты-жөні: К.Т. Сагынова, Б.С. Альжанов
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Класс
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Күні
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Кластағы оқушылар саны
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Сабақта жоқ оқушылар саны
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9а
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Оқу мақсаттары
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Ғылыми көзқарасын арттыру, есеп шығару дағдыларын жетілдіру,күнделікті өмірде электролиздің қолданылу мүмкіндігін кеңейту, т.б.Адамгершілік тәрбие беру:оқушыларды бірлесе, көмектесе бейбіт түрде тапсырманы орындауға үйрету; эстетикалық тәрбие беру: құралдарды ұқыпты, тиімді қолдануға үйрету; т.б. cұйықтардағы электр тогы, электролиз заңын түсіну, электролиттердегі электр тогының физикалық табиғатын түсіндіру: Электрондық теория тұрғысында Фарадейдің заңын қорытып шығару.
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Күтілетін нәтиже:
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Электролиздің қолданылуын көрсету. Фарадей заңын қолдана білу.
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Тілдік мақсаттар
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Оқушылар өздерінің түсініктерін көрсететін жаңа сөздерді пайдаланулары керек. Олар терминдерді түсінулері және қолдана алулары керек.
Арнайы пәндік лексика және терминология: «Электролит», «электрод», «анод», «катод» терминдері. Фарадей заңы
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Өткен сабақ материалдары
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Электр құбылыстары. Потенциал және потенциалдар айырымы. Электр өрісінің кернеулігі мен потенциалдар айырымының арасындағы байланыс. Өткізгіштерді паралель және тізбектей жалғау.
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Жоспар
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Уақытпен жоспарлау
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Жоспарланған іс-шаралар
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Ресурстар
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Оқушылар әрекеті 2 мин
4-мин
1.*Білемін*
Топтық жұмыс
2-мин
3 мин
3 мин
2 мин
2. *Білгім келеді*
Жаңа сабақ бойынша мұғалімнің сөзі
және сабаққа дайындалған флипчарт көрсетіледі.
5 мин
5 мин
Қайтадан үш топқа бөлінеді.
2 мин
10 мин
3*Білдім*
3 мин
1 мин
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*Электр* сөзіне ассосация жасаймыз
Үй тапсырмасы
тест *activоte* құралы арқылы алынып багаланады..
Берілген тест тапсырманы әр оқушы жеке орындайды
Инсерт әдісі бойынша мына схемамен сабақ жүргізіледі.
Оқушылар 3 топқа бөлінеді.
Ампер, Вольт, Ом атты физиктердің суреттерінен мозайкалар жасалынып, оқушыларға таратылады.
Құрастыру арқылы топқа бөлінеді
Топ: Ток күші
Топ: Кернеу
Топ: Кедергі деп аталады.
Білемін бөлімінде 1 тапсырма *Қатені тап* деп аталады.
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)
2. Білемін бөліміндегі 2 тапсырма
Есептер шығару: *Аралас кедергілер*
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