ІІ нұсқа
Бағалау критерийі Білім алушы:
№ 1 . Бала жүкті орнынан қозғалтқанда қай жағдайда көбірек жұмыс жасалады? ( а әлде б )
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)
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№2. Тас 2 с ішінде құлап түседі.
а) Сонда ол қандай жұмыс істейді?
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в) Қуаты қандай?
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№3 Массасы 2 т автомобиль 0,5 км қашықтықты бірқалыпты қозғалады. Автомобиль қозғалысына ауаның жасайтын кедергі күші 400Н.
а) Автомобиль салмағы
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в) Автомобиль доңғалағының үйкеліс күші автомобиль салмағының 0,4 үлесіндей __________________________________________________________________________________________________________________________________________________________
с) Тең әрекетті күштің модулі
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d) Автомобиль двигателінің жасаған жұмысы
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е) Автомобиль двигателінің 1 минутта өндірген қуаты
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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Жұмыстың мөлшерін анықтайды
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1
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а жағдайдағы жұмысты есептейді
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1
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б жағдайдағы жұмысты есептейді
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1
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Жұмысқа сипаттама береді
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1
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Есептерді шешуде қуат және жұмыс формулаларын қолданады
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2
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Тасқа әсер ететін ауырлық күшті анықтайды
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1
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Жұмысты есептейді
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1
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Қуатты есептейді
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1
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Жұмыс пен қуатты анықтауда денеге бір түзудің бойымен бағытталған тең әрекетті күштің әсерін қолданады
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3
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Автомобиль салмағын анықтайды
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1
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Үйкеліс күшін анықтайды
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1
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Автомобилге бір түзудің бойымен бағытталған тең әрекетті күштің модулін анықтайды
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1
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Автомобиль двигателінің жасаған жұмысын есептейді
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1
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Автомобиль двигателінің өндірген қуатын анықтайды
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1
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Жалпы балл
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11
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Жауаптары:
І нұсқа
3- тапсырма
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Тас кесегінің салмағы P= 30кН
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Тас кесегіне әсер ететін кері итеруші күш Fы= 5кН
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Тас кесегінің судағы салмағы P1= 25кН
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Тасты көл бетіне көтеріп шығару үшін жасалған жұмыс А= 225 кДж
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Көтергіш кранның тасты су бетіне шығару үшін жұмсаған уақыты t= 90c =1,5 мин
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ІІ нұсқа
3- тапсырма
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Автомобиль салмағы P= 20кН
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Үйкеліс күші Fүйк =0,4P ; Fүйк =8кН
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Автомобилге бір түзудің бойымен бағытталған тең әрекетті күштің модулі FT= Fүйк+ Fкед
FT= 8400 Н
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Автомобиль двигателінің жасаған жұмысы А= FтS ; А= 4200 кДж
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Автомобиль двигателінің өндірген қуаты N= 70кВт
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Достарыңызбен бөлісу: |