2-бөлім. “Тапқыр болсаң, тауып көр” сайысы.
1-топ.
1.Егер тырна бір аяғымен тұрса 3 кг болады, ал екі аяғымен тұрса, оның салмағы қанша? (3кг)
2. Үстел беті төртбұрышты, оның бір бұрышын арамен кесіп алсақ, неше бұрыш қалады? (5 бұрыш)
3. Үш түйеқұс үшып келе жатты. Аңшы олардың бірін атып алды. Олардың қаншасы қалады? (ұшпайды)
2-топ.
1.Наурыз тойы кезі. Ат жарысы өтуде. Үш пар ат 60 километр шауып өтсе, әр ат неше километрден шабады? (60 км)
2. Ағаш үстінде 100 торғай отырды. Аңшы 10 торғайды атып алды. Торғайдың қаншасы қалды? (1)
3. Екі бөлмеде 36 адам болған, олардың біреуінен 10 адам, екіншісінен 20 адам шығып кеткенде бөлмелердегі адамдардың саны тең болды. Алғашқыда әр бөлмеде неше адам болған? (13,23)
Сергіту сәті:
3-бөлім. “Кім жүйрік” сайысы.
1-топ.
1.Үстел үстінде 3 қияр, 2 сәбіз және 5 апельсин тұрған. Үстел үстіндегі барлық көкөністер қанша? (10)
2.Театрға әдемі киінген бес бала келе жатыр. Жолда олар үш үлкен кісіні кездестіреді. Сонда театрға неше үлкен адам келе жатыр деп ойлайсыңдар? (3)
3.Жол бойына қайың мен терек ағаштары отырғызылды. Әрбір екі қайыңның ортасына екі терек ағаштары отырғызылған. Егер қайың 20 болса, терек ағашы нешеу болады? (36 терек)
4.Екі залда 50 орындық бар. Бір залдан 10 орындықты алып кеткенде, екі залдағы орындықтар саны бірдей болады. Әуелде әр залда неше орындықтан болғанын тап. (30,20)
5. Бір санды 6-ға көбейтудің орнына 6-ға бөліп қойды. Сонда 15 шықты. Дұрыс жауап қалай болу керек еді? (540)
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)
2-топ.
1. Сатушы базарда «егер менің алмаларыма, осындай және тағы 10 алма қосса, онда менде 100 алма болар еді»,-деп ойланып отыр. Сонда сатушының алмасы қанша? (45)
2. Артық санды табыңыз: 30, 28, 24, 21, 18. (21)
3. Бозторғайлар 9 болса, сары шымшықтардың олардан 3-еуі артық. Барлық құстардың үштен бір бөлігі ұшып кетті. Неше құс ұшып кетті? (7)
4. Екі қапта 100 кг картоп бар. Оның біреуінде, екіншісіне қарағанда 4 кг кем. Сонда әр қапта неше килограмм картоп болуы тиіс. (46,54)
5. Хайуанаттар бағында 9 тордың ішіне 45 қоянды отырғызу керек. Торлардың ішіндегі қояндар саны әр түрлі болуы тиіс. (1,2,3,4,5,6,7,8,9)
2. Таблица бойынша 51-ге дейін санап шық (1 - 1, 5 мин ішінде)
4-бөлім. “Білгің келсе, шешіп көр” сайысы.
1-топ.
1.Қабырғасы 5 см шаршының ауданы? (20 см2)
2. Асханаға 100 кг сәбіз және одан 3 есе артық картоп әкелінді. Асханаға неше кг картоп әкелінді?(300)
3. Екі өрнектің қосындысының квадараты? (а + в) 2
2-топ.
1.Тең қабырғалы үшбұрыштың қабырғасы 5 см. Периметрі неге тең? (15см)
2. Қорада тауықтар және қояндар бар. Оларда барлығы 15 бас, 50 аяқ болса, қорада неше тауық, неше қоян бар?
3. Екі өрнектің айырмасының квадраты? (а – в) 2
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)
«Мысық пен тышқандар»
Мысық ұйқтап жатып, түс көріпті. Түсінде бір дауыс мысыққа тапсырма беріпті мысықтың айналасындағы 13 тышқанның ішінде 12-сүр, 1-ақ болыпты Мысыққа осы тышқандарды біреуден жеу керек болыпты. Бірақ мысық бұл тышқандарды бір бағытта санағанда әр-бір 13-сін жеу керек екен және ақ тышқанды ең соңында жеу керек екен. Мысыққа көмектесейік .
5- бөлім. “Ойымды жалғастыр” сайысы.
1-топ.
1.Жеті жұрттың тілін біл,
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2. Білекті бірді жығар,
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3. Екі жақсы қас болмас,
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2-топ.
1. Бір елі ауызға,
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2. Жүз теңгең болғанша,
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3. Білгенің бір тоғыз,
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Қорытынды:
Топтардың жинаған ұпайларын санап жеңімпаздарды анықтау.
- Әділ-қазылар топтың шешімін шығарғанша, оқушыларымыздың өнерін тамашалайық.
- Қорытынды шығару үшін сөз кезегін әділ-қазыларға береміз.
- Жеңіске жеткен топты және жақсы қатысқан барлық оқушыларды құттықтаймын.
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