V III.Тест
1. Жай бөлшек ондық бөлшек түрінде қалай жазылады:
А)0,3 В)0,003 С)0,30 Д)0,03
2. Салыстыр: 2,8 бен 1,5
А) 2,8=1,5 В) 2,8<1,5 С)2,8>1,5 Д)2,8≥1,5
3. Тура теңдікті тап: 3,06 мен 3,6
А) 3,06=3,6 В) 3,06<3,6 С)3,06>3,6 Д)3,06≥3,6
4. Ондық бөлшекті разрядтары бойынша салыстыр:
0,3669 бен 0,3619
А) 0,3669<0,3619 В) 0,3669=0,3619
С) 0,3669>0,3619 Д) 0,3669≥0,3619
5. Салыстыр: 0,3 пен
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) 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) 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)
А)0,3< В)0,3= С)0,3> Д)0,3≥
-
№
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Жауабы
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1
|
Д
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2
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С
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3
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В
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4
|
С
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5
|
А
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IX.Рефлексия.
1.Бүгінгі сабақ сіздерге несімен ұнады?
2. Күнделікті сабақтан айырмашылығы бар ма?
3. Қандай әсер алдыңыздар?
X.Сабақты қорытындылау.
Синквейн
Не? Бөлшек
Қандай? Ондық бөлшек, жай бөлшек
Не істеді? Салыстырылады, қосылады, азайтылады, көбейтіледі
Синоним Жай, ондық, дұрыс, бұрыс
Сөйлем Ондық бөлшектер үш тәсілмен салыстырылады.
XI.Бағалау.
XII.Үйге тапсырма.
§5.3 оқу
Ондық бөлшек салыстыру тәсілдерін жаттау
№931 (А деңгей), №936 (В деңгей)Үйге тап
Сабақ аяқталды. Сау болыңыздар!
Достарыңызбен бөлісу: |