Бағалау критерийі
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Тапсырма №
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Дескриптор
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Балл
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Білім алушы:
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Өлшеуіш цилиндрмен сұйықтың және дененің көлемін өлшейді
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1
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Мензурканың бөлік құнын анықтайды
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1
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1.1
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Мензуркадағы судың көлемін анықтайды
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1
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1.1
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Судың көлемін өлшеу қателігін ескеріп жазады
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1
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1.3
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Мензуркаға батырылған дененің көлемін анықтайды
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1
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Заттың тығыздығы арқылы дене массасын табады
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1.2
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Мензуркадағы судың массасын анықтайды
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1
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1.4
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Мензуркаға батырылған дененің массасын анықтайды
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1
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Дененің тығыздығын көлемі мен массаларын салыстырып анықтайды
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2
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Дененің тығыздығын анықтайтын формуланы қолданып, ыдыстағы сұйықтың бензин екенін анықтайды
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1
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Дененің тығыздығын анықтайтын формуланы қолданып, ыдыстағы сұйықтың машина майы екенін анықтайды
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1
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Дененің тығыздығын анықтайтын формуланы қолданып, ыдыстағы сұйықтың су екенін анықтайды
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1
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Дененің тығыздығын анықтайтын формуланы қолданып, ыдыстағы сұйықтың керосин екенін анықтайды
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1
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Жалпы балл
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10
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Жауаптары:
І нұсқа
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№1. Vсу= 7,6±0,1 мл;mсу= 7,6 г ; Vд =3,2 см3; mд= 8,64г
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ІІ нұсқа
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№1. Vсу= 19 ±0,25 мл;mсу= 19 г ; Vд =6,5 см3; mд= 14,95г
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«Тығыздық» бөлімі бойынша жиынтық бағалаудың нәтижесіне қатысты
ата - аналарға ақпарат ұсынуға арналған рубрика
Білім алушының аты - жөні: ______________________________________________
Бағалау критерийі
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Оқу жетістігінің деңгейі
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Төмен
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Орташа
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Жоғары
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Өлшеуіш цилиндрмен сұйықтың және дұрыс емес пішінді дененің көлемін өлшейді
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Өлшеуіш цилиндрмен сұйықтың және дұрыс емес пішінді дененің көлемін табу қиындық туғызады
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Өлшеуіш цилиндрмен сұйықтың және дұрыс емес пішінді дененің көлемін өлшеуде қателіктер жібереді
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Өлшеуіш цилиндрмен сұйықтың және дұрыс емес пішінді дененің көлемін өлшеуді дқрыс орындайды
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Заттың тығыздығы арқылы дене массасын табады
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Заттың тығыздығы арқылы дене массасын табу қиындық туғызады
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Заттың тығыздығы арқылы дене массасын табуда қателіктер жібереді
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Заттың тығыздығы арқылы дене массасын дұрыс есептейді
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Дененің тығыздығын көлемі мен массаларын салыстырып анықтайды
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Дененің тығыздығын көлемі мен массаларын салыстырып анықтау қиындық туғызады
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Дененің тығыздығын көлемі мен массаларын салыстыруда қателіктер жібереді
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Дененің тығыздығын көлемі мен массаларын салыстырып, дұрыс жауап береді
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«ДЕНЕЛЕРДІҢ ӨЗАРА ӘРЕКЕТТЕСУІ» БӨЛІМІ БОЙЫНША ЖИЫНТЫҚ БАҒАЛАУ
Оқу мақсаттары: 7.2.2.1 Инерция құбылысын түсіндіру және мысалдар келтіру
7.2.2.10 Масса , салмақ және ауырлық күші ұғымдарын ажырату
7.2.2.3 Пластикалық және серпімді деформацияларды ажырату, мысалдар келтіру
7.2.2.5 Гук заңының формуласы бойынша серпімділік күшін есептеу
7.2.2.6 Тыныштық, домалау және сырғанау үйкелістерін сипаттау
7.2.2.7 үйкеліс күшінің пайдасы мен зиянына мысалдар келтіреді
7.2.2.9 Денеге әсер ететін және бір түзудің бойымен бағытталған күштердің тең әрекетті күшінің модулі мен бағытын анықтау
Бағалау критерийі Білім алушы:
инерция құбылысын ажырата алады
масса, салмақ , ауырлық күші , үйкеліс күші және серпімділік күштерін суреттей алады және ұғымдарын ажырата алады
Гук заңын пайдаланып есептер шығара алады
Үйкелістің түрлерін сипаттайды, Үйкелісті арттыру мен азайту жолдарын анықтайды
Күштерді график арқылы көрсетіп, тең әрекетті күштің модулі мен бағытын анықтайды
Ойлау дағдыларының деңгейлері: Білу, түсіну және қолдану
Орындалу уақыты: 20 минут
Тапсырмалар
І нұсқа
Тапсырма №1
Анасы 1 жасар баласын балалар арбасына салып саябаққа жол тартты. Түрлі жағдайға сәйкес баланың күйін анықта. (жауаптарын сәйкестендір)
1. бала алға қарай қозғалады
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A) Арбаның жылдамдығы тұрақты
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2. бала артқа қарай қозғалады
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B) Арба орнынан қозғалмады, жылдамдығы нөлге тең
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3. бала тыныштықта
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C) Арба орнынан жылжыды
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4. бала бірқалыпты қозғалады
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D) Арба жылдамдығын кемітті
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Тапсырма №2 Суретте кескінделген күштерді анықтаңыз. Әр күшті сәйкес белгіленуімен көрсетіңіз.
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Достарыңызбен бөлісу: |