3-ші субтест: «Ойлау»
А-тапсырмасы Б-тапсырмасы
№
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Дұрыс жауаптары
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ұпайы
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1
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Оқу құралдары
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1
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2
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Ағаштар
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1
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3
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Фигуралар
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1
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4
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Құрылыс материалдары
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1
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5
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Музыкалық аспаптар
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1
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6
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Мемлекеттер
|
1
|
7
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Жиһаздар
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1
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8
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Көліктер
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1
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9
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Бет мүшелері
|
1
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10
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Мамандықтар
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1
|
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Жалпы ұпайы
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10
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№
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Дұрыс жауаптары
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ұпайы
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1
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Түн
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1
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2
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Емдеу
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1
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3
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Соқыр
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1
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4
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Сайрау
|
1
|
5
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Үй
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1
|
6
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Шаш
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1
|
7
|
Қолғап
|
1
|
8
|
Аштық
|
1
|
9
|
Арба
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1
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10
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Көзілдірік
|
1
|
|
Жалпы ұпайы
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10
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4-ші субтест: «Ес»
Бұл тестте оқушы әр суретке жауап бланкісіне суреттің атауын жазуы керек. Әр атау 1 ұпаймен бағаланады. Субтест бойынша ең жоғары 15 ұпай болып саналады.
Тест бойынша оқушының таным процестерінің даму деңгейі
№
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Деңгейі
|
Ұпайы
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1
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өте жоғары
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60-55
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2
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Жоғары
|
54-47
|
3
|
Орташа
|
46-39
|
4
|
Төмен
|
38-31
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5
|
Өте төмен
|
30 төмен
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3-сынып тест бойынша қорытынды кестесі
№
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Оқушының
аты-жөні
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Тест тапсырмалары
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|
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1 суб. Қабылдау
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2 суб. Зейін
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3суб. Ойлау
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4 суб. Ес
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5 суб. Қиял
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|
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|
|
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Жалпы ұпайлар
|
Жоғары ұпай
|
Дең-
гейі
|
|
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10
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5
|
10
|
10
|
10
|
60
|
|
1
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2
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|
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|
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3
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4
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5
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4-сынып оқушыларының таным процестерінің диагностикасы
Зерттеу әдісі: тест
Мақсаты: 4-сынып оқушыларының таным процестерінің даму деңгейін анықтау
Жалпы нұсқауы: берілген тест 5 субтесттен тұрады. Әр субтестте өз нұсқауы берілген. Оқушылар нұсқаумен танысып, жауаптар бланкісін толтырады.
Тесттер
1-ші субтест: «Қабылдау»
Нұсқау: кестедегі әріптер жинағына жақсылап қарап, келесі сұрақтардың жауаптарын жауап бланкісіне жазу керек.
Д
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Қ
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Л
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Ф
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В
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Ч
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Ш
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Ц
|
Я
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Қ
|
И
|
Э
|
А
|
О
|
Я
|
У
|
Б
|
Е
|
Ж
|
Ш
|
У
|
У
|
Ш
|
А
|
Ң
|
Б
|
Ю
|
Г
|
Я
|
Т
|
И
|
С
|
С
|
А
|
П
|
И
|
Л
|
П
|
Т
|
Х
|
Х
|
Д
|
З
|
М
|
Л
|
З
|
Г
|
Қ
|
Б
|
О
|
В
|
Л
|
Т
|
Л
|
Г
|
Ж
|
В
|
Л
|
Қ
|
З
|
Г
|
В
|
З
|
Ж
|
Ж
|
Г
|
Д
|
М
|
Ж
|
Қ
|
Д
|
Ч
|
Д
|
Ф
|
Б
|
Р
|
С
|
Қ
|
Л
|
Ц
|
М
|
Щ
|
З
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Л
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В
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Қ
|
З
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Б
|
Ң
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Р
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С
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Ч
|
Ф
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Т
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Ч
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Р
|
Т
|
Х
|
Р
|
Ң
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Сұрақтар:
1.Неше рет «А» әріпі кездеседі? 5.Неше рет «Қ» әріпі кездеседі?
2.Неше рет «Б» әріпі кездеседі? 6.Неше рет «М» әріпі кездеседі?
3.Неше рет «В» әріпі кездеседі? 7.Неше рет «Ц» әріпі кездеседі?
4.Неше рет «И» әріпі кездеседі?
2-ші субтест: «Зейін» «Ландольттің сақиналары»
Нұсқау: берілген таблицадағы сақиналар арасынан тек «с» деген белгілерді санап, жалпы санның жауап бланкісіне жазу керек.
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)
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)
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)
Достарыңызбен бөлісу: |