Ұзақ мерзімді жоспардың тарауы.
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Мектеп «Т Қабылов атындағы орта мектеп КММ»
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Күні 02.06.2017
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Сынып 7
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Қатысқандар саны
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Қатыспағандар саны
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Сабақтың тақырыбы
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Қайнау үдерісі.
№ 5 зертханалық жұмыс.Судың қайнау үдерісін зерттеу»
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Оқу мақсаты
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7.1.1.6.Судың қайнау үдерісін зерттеу, қыздыру қисығын салу және оны талдау, бөлшектердің кинетикалық теориясына сай өз бақылауларын түсіндіру.
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Сабақтың мақсаты
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Барлық оқушылар
1.Бөлшектердің кинетикалық теориясына сай судың қайнау, процесін зерттеу, қыздыру қисығын салу, талдау.
Көпшілігі
2.Зертханалық тәжірибе бойынша өз бақылауларын түсіндіру
Кейбіреулері
3.Қыздыру процесі туралы мысалмен келтіріп, өз ойларын айту, дәлелдеу.
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Бағалау критерийі
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1.Эксперимент нәтижелері бойынша , судың қайнау қисығын салады.
2.Қайнау қисығының бөліктерін талдайды.
3.Бөлшектердің кинетикалық теориясын пайдаланып , қайнау процесін түсіндіреді.
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Тілдік мақсаттар
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судың қайнауын зерттеу, қыздыру қисығын салу, .Суреттермен сипаттау.Термометр , секундомер, спирт шам, штатив, шприц, шыны стақан.
Жазылым:зертханалық жұмыс бойынша ретімен дәптерлеріне жазады.
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Ойлау дағдыларының деңгейі.
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Зерттеу , талдау, түсіну, қолдану.
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Құндылықтарға баулу
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Қарым –қатынас жасау қабілеті, жауапкершілік, денсаулық , достық және айналадағыларға қамқорлық көрсету
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Пәнаралық байланыс
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Физика, жаратылыстану
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Алдыңғы білім
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7.1.1.5.Салқындау үдерісі.
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Сабақтың жоспарланған кезеңдері
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Сабақтағы жоспарланған жаттығу түрлері
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Дереккөздер
Ресурстар
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Сабақтың басы
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Ұйымдастыру кезеңі.
(Сәлемдесу, оқушыларды түгендеу)
Оқушылардың көңіл ахуалын бағалау.Суреттер арқылы топқа
біріктіріледі.
1 – топ 2-топ
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)
3- топ
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)
Сабақтың тақырыбы ашылады
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АКТ ны пайдалану
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Сабақтың ортасы
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Эксперимент әдісі: топтық жұмыс
1-топ
1.Судың қайнау температурасы массаға байланысты ма ?
2.Қайнағаннан кейін судың температурасы өзгереді ме ?
2-топ
1.Температура жоғарылағанда судың молекулаларының кинетикалық энергиясы арта ма, кеми ме ?
2.Су температурасы немен өлшенеді ?
3-топ
1.Табиғатта су қандай күйде кездеседі ?
2. Су заттың қандай күйіне жатады ?
Кері байланыс:
Екі жұлдыз, бір тілек
Сабақтың мақсатын анықтайды.
Қайнау үдерісі арқылы қыздыру қисығын салады.
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Кестемен жұмыс (Жеке жұмыс)
Химиялық эксперимент әдісі бойынша сараланған тапсырмалар бердім.
Судың қайнау уақыты судың құрамына байланысты екенін зерттеу
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Су құбы-рынан алынған су
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Қайнаған су (1 рет)
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Қайна-ған су (2 рет)
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Қайнау уақыты
16 0С ден 100 0 С дейін
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