|
|
бет | 25/26 | Дата | 27.02.2020 | өлшемі | 3,86 Mb. | | #59192 |
| Байланысты: химия 9 сынып бжб 3,4 -сабақ 2-нұсқа, САБАҚ ЖОСПАРЫ, 3,4 -сабақ 2-нұсқа
![](data:image/png;base64,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)
Бағалау критерийі
|
Тапсырма
|
|
|
Дескриптор
|
|
|
|
Балл
|
|
|
|
№
|
Білім алушы
|
|
|
|
|
|
|
|
Этанолды
|
алу
|
жолдарын
|
1
|
этанолдың
|
өнеркәсіптік (синтетикалық)
|
1
|
және химиялық қасиеттерін
|
|
алу
|
|
|
әдісін
|
|
|
атайды;
|
|
сипаттайды
|
|
|
үрдістің теңестірілген химиялық реакция
|
|
|
|
|
|
теңдеуін құрастырады;
|
|
|
|
|
|
|
|
|
этанолдың
|
микробиологиялық алу әдісін
|
1
|
|
|
|
|
атайды
|
үрдістің теңестірілген
|
химиялық
|
|
|
|
|
|
реакция теңдеуін құрастырады;
|
|
|
|
|
|
|
|
этанолдың
|
метан
|
қышқылымен
|
өзара
|
1
|
|
|
|
|
әрекеттесуінің
|
теңестірілген
|
химиялық
|
|
|
|
|
|
реакция
|
|
теңдеуін
|
құрастырады
|
және
|
|
|
|
|
|
реакция өнімдерін атайды;
|
|
|
|
|
|
|
|
|
реакцияның жүру жағдайларын көрсетеді;
|
1
|
|
|
|
|
|
|
|
|
|
Қаныққан
|
|
біратомды
|
2
|
бірінші
|
кезеңінде
|
қаныққан
|
біратомды
|
1
|
спирттердің
|
тотығу
|
|
спирттер тотыққанда
|
түзілетін өнімнің
|
|
реакцияларының
|
теңдеуін
|
|
құрылымдық формуласы құрастырады;
|
|
құрастырады
|
|
|
екінші
|
кезеңінде
|
қаныққан
|
біратомды
|
1
|
|
|
|
|
спирттер тотыққанда
|
түзілетін өнімнің
|
|
|
|
|
|
құрылымдық формуласы құрастырады;
|
|
Ақуыздардың
|
|
3
|
ұсынылған
|
|
амин
|
қышқылдарынан
|
1
|
макромолекулалық
|
|
трипептидтің түзілуінің реакция теңдеуін
|
|
құрылымдарында
|
пептидті
|
|
құрастырады;
|
|
|
|
|
|
|
|
байланыстың пайда болу
|
|
макромолекуланың
|
|
|
фрагментінде
|
1
|
принципін түсіндіреді және
|
|
пептидтік байланысты белгілеп көрсетеді;
|
|
белгілейді
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Карбон
|
қышқылдарының
|
4
|
пентан
|
|
қышқылының
|
молекулалық
|
1
|
сапалық
|
және
|
сандық
|
|
формуласын
|
|
құрастырады
|
және
|
|
құрамы
|
|
бойынша
|
|
молекулалық массасын есептейді;
|
|
|
қасиеттерін болжайды
|
|
келтірілген
|
деректер
|
|
негізінде
|
1
|
|
|
|
|
температураның өзгеруін болжайды;
|
|
|
|
|
|
келтірілген
|
деректер
|
негізінде
|
балқу
|
1
|
|
|
|
|
температурасының
|
|
өзгеруі
|
туралы
|
|
|
|
|
|
түсініктеме береді;
|
|
|
|
|
|
|
|
|
|
|
өз
|
болжамдарын
|
|
салыстырмалы
|
1
|
|
|
|
|
молекулалық
|
массамен
|
және
|
карбон
|
|
|
|
|
|
қышқылдарының
|
|
|
|
құрамымен
|
|
|
|
|
|
байланыстырады;
|
|
|
|
|
|
|
|
|
|
|
органикалық
|
қышқылдың
|
эмпирикалық
|
1
|
|
|
|
|
формуласын есептейді;
|
|
|
|
|
|
|
|
|
органикалық
|
қышқылдың
|
молекулалық
|
1
|
|
|
|
|
формуласын есептейді;
|
|
|
|
|
|
|
|
|
карбон
|
қышқылының
|
магний
|
оксидімен
|
1
|
|
|
|
|
өзара әрекеттесуінің теңестірілген реакция
|
|
|
|
|
|
теңдеуін құрастырады;
|
|
|
|
|
|
|
|
|
реакция өнімдерін атайды;
|
|
|
|
1
|
|
|
|
|
этилэтаноаттың түзілуі үшін реагенттерді
|
1
|
|
|
|
|
дұрыс жазады;
|
|
|
|
|
|
|
|
|
|
|
|
этерификация
|
реакциясының
|
теңдеуін
|
1
|
|
|
|
|
құрастырады;
|
|
|
|
|
|
|
|
Ақуыздар
|
|
мен
|
5
|
ақуыздар мен көмірсулардың құрылымы
|
1
|
Достарыңызбен бөлісу: |
|
|