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Сабақтың аты §47. Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысым Сілтеме Жоспар
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Дата | 25.08.2017 | өлшемі | 136,47 Kb. | | #26868 | түрі | Сабақ |
| «Бекітемін» Күні: 17.02.2016 Сыныбы: 7 Пәні:физика
Сабақтың аты
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§47. Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысым
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Сілтеме
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Жоспар
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Жалпы мақсаты
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Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысым жайлы мағлұмат беру
Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысымын күнделікті өмірде, формуласын есеп шығаруда қолдана білуге үйрету
Топта бағалауға баулу
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Күтілетін нәтиже
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Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысым жайлы мағлұмат алады
Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысымын күнделікті өмірде, формуласын есеп шығаруда қолдана білуге үйренеді
Топта бағалай алатын болады
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Негізгі идеялар
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Сұйық қабаты неғұрлым төмен орналасса, ондағы ауырлық күші әрекетінен болатын қысым соғұрлым үлкен болады.
1-кішкене қорапша, 2-түтік, 3-манометр
Сұйық ішіндегі қысым тереңдік артқан сайын ұлғаяды
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Тапсырмалар
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Топтық жұмыс
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Жұптық жұмыс
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Жеке жұмыс «Блум таксономиясы»
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Сабақ бойынша мұғалімнің жазбалары: (мұғалім және оқушы немен айналысады)
І.Ұйымдастыру (2 минут)
Сәлемдесу
Сынып оқушыларына жағымды ахуал туғызу
Түгелдеу
1 .2. Топқа бөлу (ғалымдардың суреттері арқылы 5 топқа бөлінеді)
![](data:image/jpeg;base64,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) 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) 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Блез Паскаль Исаак Ньютон Галилео Галилей Роберт Гук Эванджелита Торричелли
(1623-1662) (1643-1727) 1564-1642) (1635-1703) (1608-1647)
ІІ. Үй тапсырмасын сұрау (4 минут)
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1
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Білу
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Газдың қысымы дегеніміз не?
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2
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Түсіну
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Газ қысымының формуласын жаз?
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3
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Қолдану
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Газдың қысымына мысал келтір?
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4
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Талдау
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Газдардағы және қатты денелердегі қысымға салыстыр?
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5
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Жинақтау
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21-жаттығу №5
|
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6
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Бағалау
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Газдың қысымын білу біздің күнделікті тұрмыста маңызы қандай?
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ІІІ. Талқылау үшін сұрақтар беріледі (3 минут)
Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысым жайында не білесіңдер?
ІҮ. Топтық жұмыс (15 минут)
Топ пікірлерін тыңдау.
Ү. Топтық жұмыс (5 минут)
22-ж. №2
VІ.Жеке жұмыс «Блум таксономиясы» (13 минут)
1
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Білу
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Ауырлық күші дегеніміз не?
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2
|
Түсіну
|
Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысымға мысал келтір?
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3
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Қолдану
|
Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысымның қолданылуын түсіндір?
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4
|
Талдау
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Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысымды салыстыр?
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5
|
Жинақтау
|
22-жаттығу №3
|
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6
|
Бағалау
|
Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысымды білу біздің күнделікті тұрмыста маңызы қандай?
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Жасаған жұмыстарын 2 жұлдыз, 1 ұсыныспен бағалау.
ҮІ. Кері байланыс (не үйрендім, не қиын болды, сұрақ.) (3 минут)
Кейінгі тапсырмалар
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№700
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Кейінгі оқу
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§47. Ауырлық күшінің әрекетінен сұйықтар мен газдарда болатын қысым
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Достарыңызбен бөлісу: |
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