Сабақты қорыту: Біз не білдік? Талқылау.
Оқушы білімі мен белсенділігін бағалау.
Үйге тапсырма: 5-тапсырма
4 сынып
Математика Сабақ №
Мұғалім:
Сабақтың тақырыбы: Геометриялық фигуралар және олардың қасиеттері.
Сабақтың мақсаты:
Білімділік Оқушылармен геометриялық фигуралар және олардың қасиеттерін пысықтау.
Дамытушылық: Ауызша және жазбаша есептеу дағдыларын дамыту.
Тәрбиелік: Балаларды білімділікке, адамгершілікке, жолдастық қарым-қатынасқа
тәрбиелеу.
Сабақтың типі: Оқушылардың жаңа білімді меңгеру сабағы.
Сабақтың түрі: Аралас сабақ.
Әдіс-тәсілдері: Түсіндіру, сұрақ-жауап, көрнекілік көрсету арқылы түсіндіру,жарыс.
Көрнекілік: Тақырыпқа байланысты карталар.
Жоспар:
І. Ұйымдастыру кезеңі
ІІ. Үй тапсырмасымен тексеру
ІІІ. Өтілген сабақты пысықтау.
ІҮ. Қорытындылау, бағалау.
Ү. Үйге тапсырма.
Сабақтың барысы:
Ұйымдастыру кезеңі: а) Сәлемдесу , оқушыларды түгендеу.
ә) Сабаққа әзірлігін тексеру, оқу құралдарын дайындау.
Үй тапсырмасын тексеру:
Оқушылардың білімді белсенді меңгеруге дайындау кезеңі.
Жаңа сабақ.
Сабақ мақсатымен таныстыру.
Оқулықпен жұмыс.
6. Суреттегі қандай фигура?
Оны неше кесінді құрайды?
Белгіленуі бойынша оқы.Кесінділерді салыстыр. Не байқадың?
Сынық сызықтың ұзындығын қалай табады?
В Д
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А С Е
7. Тұйықталған сынық сызық - АВСДА
В С
А Д
8. Тұйықталған сынық сызық – ЕМКЕ М
Кесінділері:![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG8AAABXCAMAAAA9MuuSAAAACXBIWXMAAA7mAAAPAQFoAOMaAAADAFBMVEUAAAD///8AAAD///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////8ogVBsAAABHElEQVR4nNXY2QrCUAxF0fj/P+2DKNLhNsPOadoXFZK9EMRbtZf2smfsWX7xCZ6VNpNLhdXZnm0emz3bPRF5teXMRm17pGeLVw3edr66P8zbj5cD0el6YYx3PAwkYrNEY4B3PopEApNqD6oEBqHMfd7VHNVxj2GhOzzPFFeSp8Qe+dlzzKBfHvM89rS5nIBPb9ar5+j7y2Ee/oMEOtagothr+MuDuQtimmIvyyWjeS5XFXsVLpGtcXIv2q1y0bDYq3OhMsFF0mKP4dxtivPGxR7Hueok58mLPZa77NOc3FsDPLcWxF4HtyB6uHND7HVxJ0gfd6yIvU7ugOnl9o7Y6+Y2UD8n9/4lBfdPiT0N97NU3BcTe6a8hG/uc70BdAEkpjM2aCkAAAAASUVORK5CYII=)
ЕМК үшбұрышының периметрін білдіретін
қосындыны жаз.
ЕМК үшбұрышының қабырғаларын өлше.
ЕМК үшбұрышының периметрін тап
Е К
9. Тұйықталған сынық сызық – РТКОР
Кесінділері: Р Т
РТКО шаршысының периметрін білдіретін
қосындыны жаз.
РТКО шаршысының қабырғаларын өлше.
РТКО шаршысының периметрін тап
О К
Сабақты қорыту: Біз не білдік? Талқылау.
Оқушы білімі мен белсенділігін бағалау.
Үйге тапсырма: 10-тапсырма
4 сынып
Математика Сабақ №
Мұғалім:
Сабақтың тақырыбы: Геометриялық фигуралар және олардың қасиеттері.
Сабақтың мақсаты:
Білімділік Оқушылармен геометриялық фигуралар және олардың қасиеттерін пысықтау.
Дамытушылық: Ауызша және жазбаша есептеу дағдыларын дамыту.
Тәрбиелік: Балаларды білімділікке, адамгершілікке, жолдастық қарым-қатынасқа
тәрбиелеу.
Сабақтың типі: Оқушылардың жаңа білімді меңгеру сабағы.
Сабақтың түрі: Аралас сабақ.
Әдіс-тәсілдері: Түсіндіру, сұрақ-жауап, көрнекілік көрсету арқылы түсіндіру,жарыс.
Көрнекілік: Тақырыпқа байланысты карталар.
Жоспар:
І. Ұйымдастыру кезеңі
ІІ. Үй тапсырмасымен тексеру
ІІІ. Өтілген сабақты пысықтау.
ІҮ. Қорытындылау, бағалау.
Ү. Үйге тапсырма.
Сабақтың барысы:
Ұйымдастыру кезеңі: а) Сәлемдесу , оқушыларды түгендеу.
ә) Сабаққа әзірлігін тексеру, оқу құралдарын дайындау.
Үй тапсырмасын тексеру:
Оқушылардың білімді белсенді меңгеруге дайындау кезеңі.
Жаңа сабақ.
Сабақ мақсатымен таныстыру.
Оқулықпен жұмыс.
11. Суреттегі фигуралардан белгіленуі бойынша бір жолға сәулелерді, екінші жолға кесінділерді, үшінші жолға түзулерді теріп жаз.
В
Д . К![](data:image/png;base64,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)
Е . .
О Р М
А . С![](data:image/png;base64,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)
12. Сурет бойынша дөңгелекке тиісті нүктелерді бірінші жолға, ал оған тиісті емес нүктелерді екінші жолға теріп жаз.
. М
. В
Д К
А . . С
13. Сурет бойынша шеңберге тиісті нүктелерді бірінші жолға, ал оған тиісті емес нүктелерді екінші жолға теріп жаз.
Р . .![](data:image/png;base64,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)
Д . . С
.Т
В . . К
. А
15. Суреттегі бұрыштарды белгіленуі бойынша бір жолға тік бұрыштарды, екінші жолға сүйір бұрыштарды, үшінші жолға доғал бұрыштарды теріп жаз.
А Е К М Т Е А К
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Е
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Д Е М А Д В
Бұрыштарды транспортирмен өлшейді.
Сабақты қорыту: Біз не білдік? Талқылау.
Оқушы білімі мен белсенділігін бағалау.
Үйге тапсырма: 14-тапсырма
4 сынып
Математика Сабақ №
Мұғалім:
Сабақтың тақырыбы: Геометриялық фигуралар және олардың қасиеттері.
Сабақтың мақсаты:
Білімділік Оқушылармен геометриялық фигуралар және олардың қасиеттерін пысықтау.
Дамытушылық: Ауызша және жазбаша есептеу дағдыларын дамыту.
Тәрбиелік: Балаларды білімділікке, адамгершілікке, жолдастық қарым-қатынасқа
тәрбиелеу.
Сабақтың типі: Оқушылардың жаңа білімді меңгеру сабағы.
Сабақтың түрі: Аралас сабақ.
Әдіс-тәсілдері: Түсіндіру, сұрақ-жауап, көрнекілік көрсету арқылы түсіндіру,жарыс.
Көрнекілік: Тақырыпқа байланысты карталар.
Жоспар:
І. Ұйымдастыру кезеңі
ІІ. Үй тапсырмасымен тексеру
ІІІ. Өтілген сабақты пысықтау.
ІҮ. Қорытындылау, бағалау.
Ү. Үйге тапсырма.
Сабақтың барысы:
Ұйымдастыру кезеңі: а) Сәлемдесу , оқушыларды түгендеу.
ә) Сабаққа әзірлігін тексеру, оқу құралдарын дайындау.
Үй тапсырмасын тексеру:
Оқушылардың білімді белсенді меңгеруге дайындау кезеңі.
Бұрыштарды транспортирмен өлшейді.
Транспортир жарты дөңгелек тәріздес. Оның 0-ден 180-ге дейін бөліктері бар. Әр бөліік 10 бұрышты көрсетеді.
Жаңа сабақ.
Сабақ мақсатымен таныстыру.
Оқулықпен жұмыс.
![](data:image/jpeg;base64,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) 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) 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)
17. Транспортирдің көмегімен мынадай бұрыштарды салып көрсет:
< АВС = 600 < ДЕК = 900 < МОР = 1200 < ДАО =1800
Достарыңызбен бөлісу: |