Күні:
Сабақ: математика
Тақырыбы: Екі амалдан тұратын жақшасы бар өрнектердегі арифметикалық амалдардардың орындалу реті
Мақсаты мен міндеттері: көбейту мен бөлу амалдарын орындауға үйрету, қалдықпен бөлуді үйрету;
1.Білімділік: мемлекеттік білім стандарты деңгейде білім, білік және дағдыларды игеру
2.Дамытушылық:оқушының ақыл-ойының математикалық стилін, ин-теллектуалдық және ерік пен сезімге қатысты сапаларын дамыту;
3.Тәрбиелік: меңгерген математикалық білімдерін омірде қоддануға жан-жақты дайыңдауды жүзеге асыру.
Сабақ түрі : жаңа сабақ
Көрнекіліктер: кесте;, қималы карточкала,
Әдіс-тәсілдер: жұптық, топтық, өзіндік
Сабақ барысы
1.Оқыту үрдісінің маңыздылығы: Ауызша есептеу:
30*3 60:2 40*3 50*3 100:20 120:40 140:20 80*3 70*4 40*4
90:30 210:7 160:20 40*6
2.Жаңа тапсырмаларды қалыптастыру:
(30+6):4 –өрнектің шешу жолдарын түсіндір
(5+2) *2
Жақшасы бар өрнекте алдымен жақша ішіндегі амал орындалады.
№2 амалдардың орындалу ретін сақтай отырып, есепте:
5*(10-4) (18+14):4 (60-30):5 (10+20):3
6*4+16 40:5+22 100-5*5 100:5+203
№3 кесте бойынша есеп құр , шешуін тап
1 жәшіктің массасы
|
Жәшіктер саны
|
Жалпы масса
|
3кг
|
6
|
?кг
|
?кг
|
5
|
30кг
|
4кг
|
?
|
28кг
|
Сергіту сәті
3.Жаңа білімді бекіту:
№4 амалдарды орында
392+408 (300-196)+74
600-156 800-(365+35)
456-244 292+(390-176)
№5 есепті шығар:
Жылыжайдан 25 кг қияр, 15кг қызанақ жиналды және әрқайсысында 5 кг жәшіктерге салынды. Неше жәшік қажет болды?
№6 Гүл сатушы 30 раушан гүлін 3 гүлден гүлшоқтарға бөлді. 6 гүлшоғын сатты. Гүл сатушыда неше гүлшоқ қалды?
91 бет №10-ауызша
К арточка бойынша жұмыс(4 оқушы)
4. Үйге тапсырма: 91 бет№10 90 бет №8
Күні:
Сабақ: математика
Тақырыбы: Үш амалдан тұратын жақшасы бар өрнектердегі арифметикалық амалдардардың орындалу реті
Мақсаты мен міндеттері: көбейту мен бөлу амалдарын орындауға үйрету, қалдықпен бөлуді үйрету;
1.Білімділік: мемлекеттік білім стандарты деңгейде білім, білік және дағдыларды игеру
2.Дамытушылық:оқушының ақыл-ойының математикалық стилін, ин-теллектуалдық және ерік пен сезімге қатысты сапаларын дамыту;
3.Тәрбиелік: меңгерген математикалық білімдерін омірде қоддануға жан-жақты дайыңдауды жүзеге асыру.
Сабақ түрі : жаңа сабақ
Көрнекіліктер: кесте;, қималы карточкала,
Әдіс-тәсілдер: жұптық, топтық, өзіндік
Сабақ барысы
1.Оқыту үрдісінің маңыздылығы: Ауызша есептеу:
30*3 60:2 40*3 50*3 100:20 120:40 140:20 80*3 70*4 40*4
90:30 210:7 160:20 40*6
2.Жаңа тапсырмаларды қалыптастыру:
8: (5:5+1) –өрнектің шешу жолдарын түсіндір
26-(6*4)*2
Үш амалдан тұратын жақшасы бар өрнекте алдымен жақша ішіндегі амалдар орындалады: ретімен көбейту мен бөлу, содан соң қосу мен азайту амалдары.
№2 қалып қойған амалдарды ата:
2 2 2 =1 2 2 2 =3 2 2 2 2 =2
2 2 2 =2 2 2 2 2 =3 2 2 2 2=5
.№3 амалдарды орында:
100-(6*5)+20 80:8*6-33 (625-225):4+348
30*3-(40+25) 4*100+36:9 900:9+(500:10)
№5 егер в- 0,1,2,5,8,10 в*8 өрнегінің мәнің тап.
№6 салыстыр
190+180*360+320 100+7*8*100
950-270*1000-560 300-36:6*280
Сергіту сәті
3.Жаңа білімді бекіту:
№8 қалдықпен бөлуді орында:
11:2 19:3 13:2 21:4 16:3 24:4
№10 есепті шығар:
Үй салу құрылысында 64 жұмысшы жұмыс істеді. Бұл басқа үйге қарағанда15 адам кем. Екі үй құрылысында неше адам жұмыс істеді?
Үйде 3 подъезд бар. Бірінші подъезде 18 пәтер, екінші подъезде одан 9 пәтер артық. Ал үшінші подъезде бірінші мен екінші подъезді бірге алғандыдай пәтер бар. 3 подъезде барлығы неше пәтер бар?
93 бет №11-ауызша
7см
3см
4см
6см
Буындарының ұзындығқтары көпбұрыштың қабырғаларының ұзындықтарына тең болатындай сынық сызық сыз.
4. Үйге тапсырма: 93 бет №12, ереже
Күні:
Сабақ: математика
Тақырыбы: Тік төртбұрыштың периметрін табудың әр түрлі тәсілдері
Мақсаты мен міндеттері: көбейту мен бөлу амалдарын орындауға үйрету, периметрді әр түрлі тәсілмен табуды үйрету;
1.Білімділік: мемлекеттік білім стандарты деңгейде білім, білік және дағдыларды игеру
2.Дамытушылық:оқушының ақыл-ойының математикалық стилін, ин-теллектуалдық және ерік пен сезімге қатысты сапаларын дамыту;
3.Тәрбиелік: меңгерген математикалық білімдерін омірде қоддануға жан-жақты дайыңдауды жүзеге асыру.
Сабақ түрі : жаңа сабақ
Көрнекіліктер: кесте;, қималы карточкала,
Әдіс-тәсілдер: жұптық, топтық, өзіндік
Сабақ барысы
1.Оқыту үрдісінің маңыздылығы: Өткенді пысықтау
![](data:image/png;base64,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)
2.Жаңа тапсырмаларды қалыптастыру:
3см
2см р-?
Р- 3+3+2+2=10см Р=(а+в)*2
Р- (3+2)*2=10см
2см
2см р-? Р-2+2+2+2=8см Р-2*4=8см Р=а*4
№3 тік төртбұрыштың периметрін әр түрлі тәсілмен тап:
15см
3см
Р-3+3+15+15=36см Р- (15+3)*2=36
Жауабы : Р=36см
№4 шаршының периметрін әр түрлі тәсілмен тап:
3см
Р-3+3+3+3=12см Р-3*4=12см
3см
Жауабы: Р=12см
Сергіту сәті
3.Жаңа білімді бекіту:
№6 есепте
100-(35:7)+5 200-(56:8)*8 600:6+9*10
8*100-70:7 650-(5*10)*2 500:50+20*4
№8 есепті шығар:
9 5 бет №9-ауызша
4. Үйге тапсырма: 95 бет №7,10, ереже.
![](data:image/png;base64,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)
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)
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)
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)
Достарыңызбен бөлісу: |