26-шы есеп.Қарлығаш 10 тәрелке жуу керек. Ол қаншама тәрелке қалса, соншама тәрелке жуды. Қарлығаш қанша тәрелке жуды?
Шешуі. Қарлығаш тәрелкелердің жартысын жуып, жартысын жуған жоқ. Барлығы 10 тарелке.
Есептің шартын кесінді арқылы көрсетейік:
1) 10 : 2 = 5 (т.) – 1 бөлігін құрады
Жауабы: Қарлығаш 5 тәрелке жуды.
27-ші есеп. Сүтке толы бидонның массасы 34 кг. Сүтке жартылай толы бидонның массасы 19 кг. Бос бидонның массасын табыңдар.
Шешуі.Есептің шартың кесінділерде көрсетеміз:
1) 34 – 19 = 15 (кг) – сүттің жартысының массасы
2) 19 – 15 = 4 (кг) – бос бидонның массасы.
Жауабы: бос бидонның массасы 4 кг тең.
Есептер
Есеп №1
Аю орманға бал іздеуге кетті. Бүкіл серуеніне 45 минут уақыт кетті. Барып қайтуына ол 30 минут жұмсады, 5 минут уақытын аралардың көзіне түспеуге жұмсады,Содан-соң ол ағашқа мінді жолға жұмсаған уақыттың жартысын соған жұмсады. Аю бал алуға қанша уақыт жұмсады?
Шешуі:
1) 30 : 2 = 15
2) 30 + 15 + 5 = 50
3) 54 - 50 = 4
Жауабы: 4 минут
Есеп №2
10 қалам және 5 фломастер үшін Иман 220 тенге төледі. 4 фломастер сатып алынған заттардың жартысына тең. Ендеше 1 фломастер, 1 қалам неше теңге тұрады?
Шешуі:
1) 220 : 2 = 80
2) 80 : 4 = 20
3) 20 * 5 =100
4) 220 – 100 = 120
5) 120 : 10 = 12
Жауабы: 20, 12
Есеп №3
Бірінші жолдың ұзындығы 45 шақырым.Оның 1/5 бөлігіне асфальт құйылған, екінші жолдың ұзындығы 70 шақырым.Оның 1/7 бөлігіне асфальт құйылған. Қай жолға қанша асфальт артық құйылған?
Шешуі:
1) 45 : 5 = 9
2) 70 : 7 = 10
3) 10 – 9 = 1
Жауабы: Екінші жолға 1 шақырым артық құйылған.
Есеп №4
Гүлнұр өз ойыншықтарына қарап ойланды: « Егер менің
ойыншықтарыма тағы 1/3, тағы 16 құыршақ қосса, онда менде жүз ойыншық болушы еді» Гүлнұрда алдында қанша ойыншық болған
Шешуі:
1) 100 – 16 = 84
2) 84 : 3 = 28
3) 84 – 28 = 56
Жауабы: 56
Есеп № 5
Үш көшеттен 2 тонна қызанақ жиналды. Біріншішед 420 кг алынды, ал екіншісіне біріншісінен 2 есе кем алынды. ендеше үшінші көшеттен қанша кг қызанақ алынды?
Шешуі:
1) 2000 - 840 = 1160
2) 840 : 3 = 280
3) 1160 - 280 = 880
Жауабы: 880
Есеп № 6
Сыныпта емтиханды 24 оқушы қазақ тілінен тапсырды, ал 25 оқушы емтиханды математика пәнінен, сонда 22 оқушы екі емтиханды тапсырды.Егер әрқайсысы бір емтиханнан тапсырса, онда сыныпта неше оқушы бар?
Шешуі:
1) 24 – 22 = 2
2) 25 – 2 = 3
3) 3 + 2 = 5
4) 22 + 5 = 27
Жауабы: 27
Есеп № 7
Асханада бір күнде 36 тұшпара порциясы сатылды, ал тұшпарадан күріштің 3 есе кемі сатылды ,ал күрішке қарағанда субүйректің 41 порциясы артық сатылды. Жалпы асханада қанша тұшпара, күріш,субүйрекпорциялары сатылды?
Шешуі:
1) 36 : 3 = 12
2) 12 + 41 = 53
3) 36 + 12 + 53 = 101
Жауабы: 101
Есеп № 8
Арнұрда 17 теңге болған, ал Ернұрда одан 1 теңге артық. Егер бір қалам 5 теңге тұрса, онда олар екеуі қанша қалам сатып ала алады?
Шешуі:
1) 17 + 1 = 18
2) 18 + 17 = 35
3) 35 : 5 = 7
Есеп № 9
Үш гном бар. Сол үш гномға үш қызыл және үш көк капюшонды көрсетеді. Қараңғыда үшеуіне екі қызыл және бір көк капюшонды кигізіп, қалғандарын жасырады. Гномдардың қайсысы өз басындағы капюшоның түсін таба алады?
Жауабы: ешқайсысы
Есеп № 10
Он екі литрлік бөшкеде квас бар, соны сегіз литрлік және үш литрлік екіге тең қалай бөлуге болады?
Шешімі: 12-3=9 9-3=6 6=6
Есеп № 11
Тоғыз литрлік және төрт литрлік екі ыдыс берілген. Осы ыдыстардың көмегімен бактан алты литр суды қалай алуға болады? (суды бакқа қайта құюға болады)
Шешімі: 9-4-4=1 9-4=5 5+1=6
Есеп № 12
Мотоцикл жүргізушісі ауылға келе жатқанда жолдан өзіне қарсы ұш жеңіл машина және бір камазды кездестірді. Ауылға неше машина бара жатыр?
Жауабы: Бір ғана мотоцикл
Есеп № 13
Сыныпта 35 оқушы бар. Қыздар ұлдардан үшке артық. Сыныпта ұлдар қанша , қыздар қанша?
Шешімі: x+x+3=35 x=16(ұ) х+3=16+3=19(қ)
Есеп № 14
Шаршының қабырғасын үш есе үлкейтсе, оның ауданы неше есе үлкееді?
Жауабы: 9 есе
Есеп № 15
Селодан қалаға дейін велосипедші 20 км/сағжыдамдықпен, ал қайтар жолда 10 км/сағ жылдамдықпен жүріп өтті. Велосипедшінің орта жылдамдығын тап.
Шешімі: (20+10)/2=15
Есеп № 16
Дөңгелек бойында он бес бала тұр. Әрбір қыздың оң жағында бір ұл тұр.Ұлдардың жартысының оң жағында бір ұлдан тұр, ал қалған ұлдардың жартысының оң жағында бір қыздан тұр. Неше қыз? Неше ұл бар?
Шешімі: Әр қыздың оң жағында ұл тұрғандықтан, қыздар мен ұлдардың жұптары бар(қ,ұ). Бірақ ұлдардың жартысының оң жағында ұлдар тұрған-дықтан, дөңгелек бойында ҚҰҰ болуы керек. Ал қалған ұлдардың жарты-сының оң жағында қыздар болуы керек. 5-қыз, 10-ұл.
Есеп № 17
Арман черновикте есеп шығарып, оны дәптерге көшірді.Бірақ жақшаларды қалай қойғанын ұмытты. Оның есінде қалғаны мынау 6*8+20:4-2=40. Арманға жақшаларды қоюға көмектесіңіз.
Жауабы: 6*(8+20):4-2=40
Есеп № 18
Отбасыдатөрт бала бар. Олардыңжастары: 5, 8, 13, 15. Балалардыңаттары: Жәнібек, Райхан, Салтанат,Жанат. Қыздардыңбіреуі бала- бақшағабарады. Жәнібектенүлкен,РайханныңжасынаЖанаттыңжасынқоссаң, үшкебөлінеді. Жанаткім? Қыз ба, ұлма?
Жауабы: (5+13)=18:3 Райхан>Жәнібек. Райхан он үште, Жанат бесте. Еңкішкентайы бесте, ол-Жанат, демеколбалабақшағабарады. Жанат-қыз.
Есеп № 19
Жаңа үй салып жатқан БоберБобтың 6 бөренесі бар. Олардың әрқайсысын 6-ға бөлу керек. Ол өзінің өткір тістерімен бөренені бір жерден кесу үшін 1 минут уақытын жібереді.Барлық жұмысқа оның қанша уақыты кетеді?
Шешімі: Бөренелердің біреуін 6-ға бөлу үшін 5 рет кесу керек. 1бөренеге- 5минут, 6*5=30 минут.
Есеп № 20
Шахмат турниріне 7 адам қатысты. Әркім әрқайсымен бір партиядан ойнады. Барлық ойналған партиялар саны қанша?
Шешімі: 6+5+4+3+2+1=21 партия
Есеп № 21
Бір жылда ең көп дегенде неше жексенбі болуы мүмкін?
Жауабы: 53
Есеп № 22
Әкесі 27 жастаболғандабаласы 3 жастаболды. Ал казірбаласыныңжасыәкесініңжасынан 3 есе кем. әрқайсыныңжасынешеде?
Жауабы: 36;12
Есеп № 23
Дүкенде 5 әртүрлі кесе және 3 әртүрлі тәрелке бар. Неше әдіспен 1тәрелке мен 1 кесені сатып алуға болады?
Шешімі: 5*3=15
Есеп № 24
Дүкенде 4 әртүрлі қасық, 5 әртүрлі кесе, 3 әртүрлі тәрелке бар. Неше әдіспен 1тәрелке, 1 қасық және 1 кесені сатып алуға болады?
Шешімі: 4*5*3=60
Есеп № 25
Поштада 5 әртүрлі конверт және 4 әртүрлі марка сатылады. Неше тәсілмен 1 конверт пен 1 марка сатып алуға болады?
Шешімі: 5*4=20
Есеп № 26
Мектеп - бақшаға 300 кг жемістер әкелінді. Алма мен алмұрт 230 кг, алма мен апельсин 200 кг. Мектеп – бақшағаәрқайсысынаннеше кг әкелінді?
Жауабы: 300 кг – 230 кг = 70 кг (апельсин)
200 кг - 70 кг = 130 кг (алма)
300 кг – 200 кг = 100 кг (алмұрт)
Есеп № 27
1 қатарда 8 тас, аралары 2 см - ден, 2 – шіқатарда 15 тас, аралары 1 см - ден. Қайқатарұзынырақ?
Жауабы:бірдей
Есеп № 28
Күшіктер мен үйректербалапандарында 7 бас пен 20 аяқ бар. Қаншаиткүшіктері мен үйрекбалапандары бар?
Жауабы: 3 күшік және 4 балапан
Есеп № 29
20 - ның жартысының жартысы артық па, не 80 - нің ширегінің ширегі ме?
Жауабы: 20: 2: 2 = 80: 4: 4 тең
Есеп № 30
Ғабиттің бойы Ароннан биік, Талғаттан аласа. Самалдың бойы Қанаттан биік, Ғабиттен аласа. Еңбойыбиігікім?
Жауабы:Талғат
Логикалық есептер
1 сынып
1. Зообақтағы пони 3 ересекадамдынемесе 6 баланытартаалады. Пони әкесі мен анасыжәнеұлы мен қызы бар отбасынытарта ала ма?
2. Бақа-ана мен бақа-қызкезектесіпшыбынаулапотыр: анасыбіршыбын, қызыбіршыбын, ансыбіршыбын, қызыбіршыбынт.с.с. Анасы мен қызыныңқайсысыкөпшыбынаулайды?
3. Үстел үстінде үш түсті шарлар жатыр. Егер қызыл мен көк шарларды санасақ – 3 шар болады, егер қызыл мен жасыл шарларды санасақ – 4 шар болады, егер көк және жасыл шарларды санасақ – 5 шар болады. Үстел үстінде әр түсті шардан қанша жатыр?
4. Жарты қаздың салмағы 3 кг, ал тұтас қаздың салмағы қанша?
5. Қағаз бетіндегі шаршылар мен дөңгелектердің саны 4-ке тең. Егер біріншісі екіншісінен 2-уі артық болса, онда қағаз бетінде неше шаршы, неше дөңгелек бар?
6. Футбол ойнағанда бөтен қақпаға Пернебек 7 гол соқты.Ойын 10:6 есебімен аяқталса, онда Пернебек ойнаған команда жеңді ме, жеңілді ме?
7. Дәу тоғыз қабатты үйдің екінші қабатында тұрды. Бір күні ол жоғарғы қабатта тұрғысы келді де, үйді аударып қойды. Енді дәудің пәтері қай қабатта?
8. Спортшылар жолмен жүгіріп келе жатыр. Бір спортшы алдынан санағанда да, артынан санағанда төртінші жүгіріп келеді. Жолмен неше спортшы жүгіріп келе жатыр?
9. Аспазшы шұжықты төрт рет бөлгенде, неше бөлік шықты?
10. Жәшік ішінде 3 қызы және 3 көк шар жатты. Бірінші жәшіктен бір қызыл шарды алып, үстел үстіне қойды, сосын көк шарды алды, сосын тағы да қызыл шарды алып қойды. Сосын жәшіктен бірден екі шарды алғылары келді. Бұл шарлар қандай болулары мүмкін: а) екеуі де көк? б) екеуі де қызыл? в) қызыл мен көк?
11. Робот сынып қалды, енді ол тек алдыға ғана жүреді және бір қадам алға басса, екі қадам артқа жүреді. Алға және артқа жүрген қадамдарының өлшемі бірдей.10 қадам жасаса ол бастапқы жерінен қай бағытта неше қадамға жылжиды?
12. Шынжырлы алтыбақанда балалар шеңбер жасап және бір-бірінің артындағы 6 орындықта отырып айналады. Болат Тамашаның алдында отыр және арасында бір орын бар немесе Тамаша Болаттың алдында отыр деп те айтуға болады. Бұл жағдайда олардың арасында неше орын бар?
13. Кряктің 5 ағасы және 4 апасы басқа туысқандары жоқ. Осы құс ауласында бір-біріне туыс болып келетін неше үйрек бар?
14. Мейрам күні қонақтар билеуге шықты. Жұпсасып тұрғанда бір қонақ артық болып шықты, үшеуден билеуге тұрса да, біреуі артық болып шықты. Қонаққа келген қонақтар саны 10-нан кем екені белгілі болса, неше қонақ келген?
15. Төлегеннің бірнеше 2 және 5 теңгелік тиындары бар.7 теңге тұратын дәптерді қалай сатып ала алады?
16. Игілік пен Айнұр алдынан санағанда үшінші, ал артынан санағанда екінші партада отырады. Бір қатарда неше парта бар?
17. Үш бала өзеннің сол жағында тұр, олар оң жағалауға шығу керек. Қайыққа екі бала ғана сияды. Балалар оң жағаға қалай шығады?
18. Серік, Марат және Дамир бір-біріне фотоларын сыйлады. Оларға неше фото қажет болды?
19. Шарик, Матроскин және Мурка үшеуі қазір 6 жаста. Бір жылдан кейін олар неше жаста болады?
20. Қамар, Ғалия және Орынша үш қыздың әрқайсысы аю, қоян, пілдерін ойнап тықты.Қамар қоянды тыққан жоқ. Орынша қоянды да, аюды да тыққан жоқ. Кім қандай ойыншықты тықты?
21. Самат төменнен санағанда бесінші, жоғарыдан санағанда бесінші қабатта тұрады. Самат қай қабатта тұрады?
22. Балалар мектепте кездесіп, бір-бірімен қол алысты. Барлығы 6 қолдасу болды. Неше бала бір-бірімен амандасты?
23. Мәулен, Қанат, Сәрсен де әр түсті машиналар бар: сары, көк, және жасыл. Мәуленніңмашинасыкөк те, жасыл да емес, Қанаттыңмашинасыкөкемес. Әрұлдыңмашиналарыныңтүстеріқандай?
1сынып
Логикалықесептердіңжауаптары:
1. Болады. Ұлы мен қызыбірересектіалмастырады.
2. Егер шыбындар3,5,7,9,..., болса, онда анасы көп аулайды (1шыбын артық), егер шыбындар саны 2,4,6,8,..., болса, онда екеуі бірдей шыбын аулайды.
3. 1 қызыл, 2 көк, 3 жасылшарлар бар. Қызыл мен көкшарларүшеуболса, онда 2 қызыл, 1 көк не 2 көк, 1 қызыл.Қызыл мен жасыл шарлар көк пен жасыл шарлардан кем(1), онда қызыл (1), жасыл (2). Бұдан кейін көк шарлар санын анықтаймыз.
4. 6 кг. Жартысы 3 кг, онда тұтасы 6 кг болады.
5. 3 шаршы және 1 дөңгелек.
6. Пернебектің командасы жеңді.Жалғыз Пернебектің өзі 7 доп соқса, онда команда 6 доп соғуы мүмкін емес. Сондықтан Пернебектің командасы жеңді.
7. Сегізінші қабатта.Дәудің пәтері жоғарыдан санағанда екінші, сондықтан бұл сегізінші қабат.
8. 7 спортшы.Үшеуі алдында, үшеуі артында, спортшы ортада.
9. 5 бөлік. Жолақ сал да, оны 4 рет сыз да, бөліктерді сана.
10. Алдыңғы үш шарды алған кезде, қорап ішінде екі көк және бір қызыл шар қалды. Сондықтан қораптан 2 қызыл шарды алып шыға алмаймыз.Екі көк не бір қызыл және бір көк шар алып шыға аламыз.
11. 2 қадам артқа. Бірінші 3 қадамнан кейін 1 қадам артқа, келесі 3 қадамнан кейін 1 қадам артқа, келесі 3 қадамнан кейін тағы да 1 қадам артқа шегінеді. Сонда 9 қадам жасағанда 3 қадам артқа шегінеді, соңғы 10-қадамды алға жүреді.
12. 3 орын. Алтыбұрыш саламыз. Сурет салу арқылы анықтауға болады
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13. 10 үйрек. 5 ағасы, 4 апасы және Кряктің өзі.
14. 7 қонақ. Суретсалыпшешугеболады.
15. 2+5 =7, бұл жалғыз шешім. Басқа шешімдер жоқ екенін дәлелдеу үшін: 2 + 2 + 2 = 6, бұл 7-ден кем, 2 + 2 + 2 + 2 = 8, бұл 7-ден артық. Сондықтан 2 тиындықтармен төлей алмаймыз. 5 + 5 = 10, бұл 7-ден артық.
16. Бұл есепті сызба арқылы шығару керек.
17. Ойлау арқылы шығару керек: 1 бала отырып, келесі жағаға шықса, онда қайық сол жағада қалады. Үшеуі отыруға болмайды, сонда екеуден ғана отыра алады. Қалай? Екеуі оң жағаға шығады, біреуі қайтып келіп, үшіншісін алып кетеді.
18. Әр бала неше фото бергенінбіліпалукерек (2) Сонда әр бала 2 фотоданалды.Сонда 3 бала 6 фото берді.(2 + 2 + 2 =6).
19. Бір жылдан кейін олар 1+1+1= 3 жасқа өседі, сондықтан олар дың барлығына 9 жас болады.Ал бір жыл бұрын олар 3 жаста болды. Жауабы: 9 және 3 жас.
20. Қамар аюды, Орынша пілді, ал Ғалия қоянды тықты.
21. Бұл есепті суретін салып та, логикалы ойлау арқылы да шығаруға болады. Самат төменнне бесінші қабатта десе, оның астында 4 қабат, жоғарыдан бесінші қабат десе, жоғарыда 4 қабат бар, сондықтан ол бесінші қабатта тұрады: 5+4=9.
Логикалық есептер.
2 сынып
1. Ләззат, Ғалия және Нағима әр үйде тұрады. №1-биік және тастан, №2 үй биік және ағаштан, №3 үй аласа тастан салынған. Егер Ғалия мен Нағима биік үйде, Ал Нағима мен Ләззат тастан салынған үйлерде тұрса, кім қай үйде тұрады?
2. Қасқыр, Түлкі және Аю үш үйде тұрды: біріншісі –үлкен терезелі ақ үй, екіншісі – үлкен терезелі жасыл үй, үшіншісі – кішкентай терезелі жасыл үй. Егер Қасқыр мен Түлкінің үйлері үлкен терезелі, ал Қасқыр мен Аюдың үйі жасыл үйлер болса, онда әрқайсысының үйлері қандай?
3. Қарлығаш, Майра және Нағиманың етіктері бар. Біріншілері –биік және қызыл, екіншілері биік емес және көк, ал үшіншісі – биік емес және қызыл. Қарлығаш пен Нағиманыкі – биік емес, Ал Нағима мен Майранікі – қызыл. Кімнің етігі қандай?
4. Тамыздың 3 күнінде әр түрлі ауа райы болды: 2, 5, 10. Бірінші күні суық және жаңбырлы, екінші күні жылы және жаңбырлы, ал үшінші күні жылы және құрғақ болды. 2 және 10 тамызда жылы, ал 5 мен 10-да жаңбырлы болды. Әр күні қандай ауа райы болды?
5. Серік, Марат, ҚанатжәнеБатырдыңдоптары бар. Біреуі – былғарыжәнеүлкен, екіншісі – былғарыжәнекішкентай, үшіншісірезеңкежәнекішкентай, ал төртіншісіқоңыр. Марат пен Қанаттыңдоптарыкішкентай, Марат пен Батырдыңдоптарыбылғарыболса, әрқайсысыныңдоптарықандай?
6. МойнақАлааяққақарағандажиі, ал Бөрібасарғақарағандасирекүреді. Қайитжиіүреді.
7. Егер жылқы қоянға қарағанда аласа, ал жирафтан биік болса, онда ең биік қай жануар?
8. Марат Қуанышқа қарағанда мектепке жақын, ал Батырға қарағанда алысырақ тұрады. Кім мектептен алыс тұрады?
9. Үш қыз жануарлардың суреттерін салды. Сонда 2 иттің және 1 мысықтың суреті шықты. Қамар мен Ләйла және Майра мен Ләйла әр түрлі жануардың суреттерін салды. Кім ненің суретін салды?
10. Төрт дос бос уақытын әр түрлі өткізді: біреуі кітап, екіншісі радио, ал қалған екеуі телевизор қарады.Егер Батыр кітап оқыса, Игілік не істеді, Дамир мен Игілік және Рашид пен Дамир бос уақыттарын әр түрлі өткізсе, әрқайсысы не істед
11. Марат, Самат, Игілік және Қуаныштың үш қармағы және бір спиннингі бар.Егер Самат пен Қуаныштың және Қуаныш пен Мараттың құралдары әр түрлі болса, онда әрқайсысы нені ұстады?
12. Қарлығаш, Майра, Ләззат және Зәуре әр спорт түрімен айналысты: үшеуі ұзындыққа секірді, ал біреуі биіктікке секірді. Майра мен Ләззат және Ләззат пен Зәуренің әрқайсысы әр спорт түрімен айналысса, әр қыз қай спортпен айналысты?
13. Марат пен Батыр жазда демалуға барды: біреуі – ауылға, екіншісі – теңізге барды. Егер Батыр теңізге бармаса, Марат қайда демалды?
14. Қуаныш, Бекзат және Серік кітап оқып отыр: біреуі -саяхат, екіншісі – соғыс, үшіншісі – спорт туралы оқыды. Қуаныш спорт туралыемес, ал Бекзатсоғысжәне спорт туралыемес. Сонда әрқайсысықандайкітапоқыпотыр?
15. Нағима, Батима, ҒалияжәнеРазияжемісағаштарынотырғызды: біреуі — алма, екіншісі – алмұрт, үшіншісі — өрік, ал төртіншісі – шиеотырғызды.ЕгерБатимашиені, Ғалияалма мен шиені, ал Разияөрікотырғызса, ондаәрқызқайжемісағашынотырғызды.
16. Ақтышқанқораданүйге, ал сұртышқанүйденқорағақарайбіруақыттажүгірді. 5 минуттанақтышқансұртышқанғақарағандаүйгежақындады. Қайтышқанбаяужүгіреді?
17. «Терезенісындырғанкім?» депсұрағанмұғалімніңсұрағынабалаларбылайжауапберді: « Терезені Дамир емес, Талғатсындырды.», Дамир айтты: « ТерезеніТалғат не Пернебексындырды», Талғат: « Терезені Дамир сындырды», Мұғалімекібаланыңшын, ал бірбаланыңөтірікайтқанынбілді. Кімтерезені сындырды?18. Үшдосқызкездесті. Біреуіқаракөйлек, екіншісіқызыл, ал үшіншісіақкөйлеккигенекен. ЕгерСәуленіңкөйлегіқызыл да, қара да емес, Дананыңкөйлегіқызылболса, онда Қатираныңкөйлегіқандай?
19. «Мысықты кім әкелді?» деген анасының сұрағына қыздары былай жауап берді: Айжан: «Бұны Ләззат істеді». Ораз: « Мысықты Тоқсұлу әкелді». Айжан: «Мен емес». Тоқсұлу: «Ораз мен әкелді деп жалған айтты». Анасы балаларының тек қана біреуі шынын айтқанын білді. Ол кім?
20. Есепті кесте сызу арқылы шығару керек. Жүріруден өткен жарыста Батыр, Ғалым және Дулат жүлделі үш орынды жеңіп алды. Егер Ғалым екінші мен үшінші орын алмаса, ал Дулат үшінші орын алмаса, әр бала қай орындарды алды?
21. Сен нешедесің?-деп сұрағанда, Еркін:-Егер ең кіші үш таңбалы саннан ең кіші үш таңбалы санды азайтып, оның оннан бір бөлігін алсаң, менің жасымды табасың,- деп жауап берді. Еркін нешеде?
22. Лифт 150 кг көтереді. Салмақтары 60кг, 80кг, 80кг, 80кг.Төрт адам жоғары қабатқа көтерілу үшін лифт неше рет көтерілуі керек?
21. Кеңеске: Торғайларға неше үйшік істедің дегенде, әр үйшікке екі құстан келіп қонғанда бір үйшік жетпей қалды. Ал төртеуден отырғанда бір үйшік артылып қалды. Барлығы неше үйшік істеді? Неше торғай келіп қонды?
22.Қояндар жанұясының үш мүшесі барлығы 73 сәбізді жеп қойған. Әкесі шешесіне қарағанда 5 сәбізді артық жеген. Ал баласы Банни 12 сәбіз жеген. Шешесі неше сәбіз жеген?
23. Ерзат саяжайдан алма жинады. Барлық жиналған алманың үштен бір бөлігін, яғни 12 алманы Айгүлге, ал қалғанының үштен бір бөлігін және 1 алманы Әйгерімге берді. Ерзаттың өзінде 15 алма қалды. Ерзат қанша алма жинаған еді?
24. Сағат 22-де жауын жауып тұрса, 24 сағаттан кейін күннің көзі жарқырап тұруы мүмкін бе?
25. Дүкенде 19 теңгеге сауда жасадық, бiрақ сенде кiлең 3 теңгелiктер бар. Ал сатушыда кiлең 5 теңгелiктер. Тығырықтан шығар жол барма?
26.Сайран, Абыл, Тұманбай, Бердіхан төртеуі таразыға түсіп, салмақтарын анықтады.Сонда өлшеу нәтежелері-37 кг.,42 кг.,39 кг., және 40 кг. болды.Абыл Сайраннан ауыр, бірақ Бердіханнан жеңіл, ал Тұманбай Сайраннан жеңіл.Бұл балалардың салмақтары қандай?
27. Ұшақ 7 сағ 35 минутта ұшып кетіп, 10 сағ 20 минутта ұшып келді. Ұшақ нешеде кейін ұшып келді?
28. Отбасында 10 бала бар. Ең үлкені 20 жаста, әр келесі баланың жасы 2 жасқа кіші. Ең кіші бала неше жаста?
29. Айдос үйдің 6-қабатында тұрады, ал Жандос осы подъездің
3-қабатында тұрады. Егер Айдосқа дейін 60 баспалдақ болса, Жандосқа дейін неше баспалдақ бар?
30. Геологтар әрқайсысының массалары 1кг, 2кг, 3кг, 4кг, 5кг және 6кг болатын алты тас тауып алды. Тастарды үш қапшыққа салды, олардыәрқайсысындағы тастардың массасы бірдей болатындай етіп, қалай бөліп салуға болады?
31. №1,№2,№3 пәтерлерде үш мысық бар: ақ, қара және сарғыш. №1 және №2 пәтерлерде қара мысық жоқ, Ақ мысық №1 пәтерде емес. Әр мысық қай пәтерде тұрады?
32. Қатира Батимадан үлкен, ал Нағима Қатирадан үлкен, бірақ Сәуледен кіші.Үлкенінен бастап қыздарды бір қатарға қой..
33. Тоқсұлу бесінші, ал Орынкүл сегізінші қабатта тұрады. Жамиля мен Сымбат Орынкүлден төмен, бірақ Тоқсұлудан жоғары тұрады. Жамиля Сымбаттан төмен тұрады. Қыздар қай қабатта тұрады?
34. Қайықпен екі бала жүзіп жүрді. Оларға үлкен кісі келіп, келесі жағалауға шығаруларын өтінді. Қайыққа 2 бала немесе 1 үлкен кісі міне алады. Балалар ақылды еді, сондықтан олар шешімді тез тапты. Сен таптың ба?
35. Үш маймыл Су-Су, Қо-Қо және Ла-Ла пальмаға мінді. Қо-ҚоСу-Суға қарағанда 8 м биіктікке, ал Ла-ЛаҚо-Қоға қарағанда 5 м кем пальмаға мінді. Ла-Ла мен Су-Судың қайсысы биікке және неше м биікке шығып алды?
Логикалықесептердіңжауаптары:
Нағима №1, Ғалия №2, ал Ләззат №3 үйде тұрады.
Қасқыр №1, Түлкі №2, ал Аю №3 үйлерде тұрады.
Қарлығаштікі -2, Нағиманікі-3, ал Майранікі №1 етік.
2 тамызда жылы және құрғақ, 5 тамызда суық және жаңбырлы, ал 10 тамызда жылы және жаңбырлы болды.
Серіктің добы-қоңыр, Мараттікі – кішкентай және былғары, Қуаныштікі – кішкентай және резеңке, ал Батырдікі – үлкен және былғары доп.
Бөрібасаржиіүреді.
Қоянбиік.
Қуанышалыстұрады.
Қамар мен Майраиттіңсуретін, ал Ләйламысықтыңсуретінсалды?
Батыр кітап, Дамир радио, ал Рашид мен Игілік телевизор қарады.
Маратта, Саматта және Игілікте қармақ, Қуанышта спининг болды.
Ләззат биіктікке, ал қалғандары ұзындыққа секірді.
Марат теңізде, ал Батыр ауылдадемалды.
Қуаныш — соғыс, Бекзатсаяхат, Серік – спорт туралыоқыды.
Ғалия алмұрт, Батима алма, Нағима шиені отырғызды.
Сұртышқан.
Талғатөтірікайтты, терезеніТалғатсындырды.
Сәуленікі ақ, Дананыкі қызыл, ал Қатираныкі қара көйлек.
МысықтыАйжанәкелді.
Батыр – үшінші, Ғалым – бірінші, Дулат – екінші орын алды.
Неше 8 торғай қонды.
22. Шешесі 28 сәбіз жеген.
23. Ерзат 36 алма жинады.
24. Жоқ, өйткені түн болады.
25. Жоқ, сен оған 3+3+3+3+3+3+3=21, ол саған қалған ақшаңды қайырып бере алмайды, өйткені онда 5-теңгеліктер ғана бар.
26. Бердіхан-42 кг, Абыл-40кг, Сайран-39 кг, Тұманбай-37 кг.
27. Ұшақ 17 сағ55 минутта ұшып келді.
28. Ең кішісі 2 жаста.
29. Жандосқа дейін 30 баспалдақ болады.
30. 6 + 1, 5 + 2, 4 + 3 етіп салады.
31. №1 – сарғыш, №2- ақ, №3- қара мысық тұрады.
32. Бірінші Сәуле, Нағима, Қатира және Батима тұрады.
33. Тоқсұлу -5, Жамиля – 6, Сымбат – 7, ал Орынкүл 8-қабатта тұрады.
34. 1. Екі бала қайыққа отырып, келесі жағалауда біреуі қалады. 2. Екінші бала қайтып келіп, қайықты үлкен кісіге береді де, өзі осы жағада қалады. 3. Үлкен кісі келесі жағаға шығып түседі де, №1 бала қайықты алып қайтып келеді.
35. 8-5= 3(м) Ла-Ла биікке шығып алды.
| Логикалық есептер.
3 сынып
*Екі адам шахматты 2 сағат ойнады.Бір адам неше сағат ойнайды?
*Қос ат жегілген арба 40 шақырым жүрді.Бір ат неше шақырым жүрді?
*4 жұмыртқа 4 минут піссе ,бір жұмыртқа неше минут піседі?
*2 кг мақта ауыр ма, 2кг темір ауыр ма?
*Алмұрт алмадан ауыр,ал алма шабдалыдан ауыр.Қайсысы ауыр алмұрт па әлде шабдалы ма?
*Бір айда 5 жексенбі бола ма?
*Үш ат жегілген арба 30 км жүрді.Бір аттың жылдамдығы қандай?
*Алдында 1, артында 2,алдында 2,біреуі екеуінің арасында және үшеуі бір қатарда қаз ұшып келеді.Барлығы неше қаз?
*Сиыр 4 аяғымен тұрса 200 кг,2 аяғымен тұрса неше кг болады?
*Ұзындығы 10 метр жіпті әр бөлігі 2 метр болу үшін неше рет қию керек7
*Үш қыз бір сыныпта оқиды.Айгүл,Гүлназ,Айнаш.Айгүл Гүлназдан үлкен,Гүлназ Айнаштан үлкен.Кім сонда үлкені?
*Түйеқұс 2 аяғымен тұрса 1 пұт тартса,1 аяғымен тұрса неше пұт тартады?
*Бақытжанның 4 ұлы,олардың әрқайсысының туған қарындасы бар.Бақытжанның неше баласы бар?
*Сағат түнгі 10-да жауын жауып тұрса,24 сағаттан кейін күннің жарқырап тұруы мүмкін бе?
*Дорбадағы 10 асықты 10 бала алды.Сонда дорбада 1 асық қалды. Ол қалай?
*марат кешкі сағат 10-да ұйқыға жатты.Ол сағаттың қоңырауын таңғы 9 -ға қойды.Ол неше сағат ұйықтады?
*Сенбіден кейін 2 күннен кейін қай күн келеді?
*Немере атасынан : "Жасың нешеде ? "деп сұрады.Атасы егер өзімнің қазіргі жасымның жартысындай уақыт және тағы бір жыл өмір сүрсем,онда маған 100 жас болар еді.Атасының жасы нешеде?
*Үш тауық үш күнде үш жұмыртқа салады.12 тауық 12 күнде қанша жұмыртқа салады?
*Дүйсенбіден кейін 3 күннен кейін қай күн келеді?
*Баспалдақ 15 басқыштан тұрады.Баспалдақтың ортасында тұру үшін нешінші басқышты басу керек?
*Бір қазақ қалаға бара жатыр еді, жолда үш танысы қарсы шықты. Қанша адам қалаға барды? (1)
*Егер Т дан бастасаң санмын
Т ны алып тастасаң жаумын ( төрт – өрт )
* 5 жыл бұрын Айжан 8 жаста болған, 6 жылдан кейін Айжан неше жаста болды? ( 19 )
* 2 бала тоғызқұмалақты 2 сағат ойнады. Әр қайсысы неше сағат ойнады? (2сағ)
* 1 кг темір мен 1 кг мақтаның қайсысы ауыр? (тең)
* Түнгі сағат 10 да жауын жауып тұрса, 24 сағаттан кейін күннің жарқырап тұруы мүмкін бе? ( жоқ )
*Көшеде екі әкесі, екі баласы, және атасы немересімен қыдырып жүр. Көшеде неше адам жүр? Жауабы: үшеу
* Екі бала шахматты екі сағат ойнады. Олардың әрқайсысы неше
сағат ойлады? Жауабы: екі сағат
*Допты лақтырғанда, доп сол ізімен кері қайту үшін оны қалай
лақтыру керек? Жауабы: жоғары
*Қараңғы бөлмеде майшам мен керосин лампасы бар. Біріншіне жағасыз? Жауабы: шырпы
* Суға қай кезде қолды кесіп алуға болады?
Жауабы: егер оны мұз етіп қатырса.
Логикалық есептер.
4 сынып
1. Он екі литрлік бөшкеде квас бар, соны сегіз литрлік және үш литрлік екіге тең қалай бөлуге болады?
Шешімі: 12-3=9 9-3=6 6=6
2.10 литрлік бөшкеде су бар және 7 литрлік, 2 литрлік бос ыдыстар бар. Екі ыдысқа 5 литрден суды қалай тең бөлуге болады?
Шешімі: 10-7=3 7-2=5 2+3=5
3. Тоғыз литрлік және төрт литрлік екі ыдыс берілген. Осы ыдыстардың көмегімен бактан алты литр суды қалай алуға болады? (суды бакқа қайта құюға болады)
Шешімі: 9-4-4=1 9-4=5 5+1=6
4. 8 л, 5 л, 3 л ыдыстар берілсін. 8 л ыдыс суға толы. Енді осы суды екі ыдысқа 4 литрден қалай тең бөлуге болады?
Шешімі: 8-5=3 5-3=2 3+3=6 6-2=4
5. Ойлаған санға бірді қостым, қосындыны екіге көбейттім. Көбейтінідіні төртке бөлдім. Бөліндіден үшті азайттым. Бір шықты. Мен қандай сан ойладым?
Шешімі: (((x+1)*2)/4)-3=1 x=7 6
6. Мотоцикл жүргізушісі ауылға келе жатқанда жолдан өзіне қарсы ұш жеңіл машина және бір камазды кездестірді. Ауылға неше машина бара жатыр?
Жауабы: Бір ғана мотоцикл
7. Сыныпта 35 оқушы бар. Қыздар ұлдардан үшке артық. Сыныпта ұлдар қанша, қыздар қанша?
Шешімі: x+x+3=35 x=16(ұ) х+3=16+3=19(қ)
8. Есептеңіз. 7500*8001+8001*3500
Шешімі: 7500*8001+8001*3500=8001*(7500+3500)=8001*10 000
9. 30 марғұлан үш күнде жүз конверт сатып алды. Осы үш күннің бірінде ол кем дегенде отыз төрт конверт алғанын дәләлдеңдер.
Шешімі: 100=33*3+1
10. Мектепте төрт жүз оқушы бар. Олардың ең болмағанда екеуі бір күнде туғанын дәлелдеңіз.
Шешімі: (Дирихле принципі) 1 жылда 365, 366 күн бар. Демек, олардыңеңболмағандаекеуібіркүндетуған.
11. Сиқырлы алма ағашында алғашында он бес банан, жиырма апельсин өсіп тұр. Егер ағаштан бір жемісті үзсек, онда дәл сондай жеміс өсіп шығады, ол егер бір уақытта екі бірдей жеміс үзсек- апельсин, ал егер бір уақытта екі әр түрлі жеміс үзсек – бана өсіп шығады. Алма ағашында бір түрдегі жемістер қалу үшін, жемістері қандай ретпен үзу керек?
Жауабы:Талдау
12.Қорапта 25 кг шеге бар. Табақты таразы мен массасы бір кг гирь тасты қолданып, екі рет өлшеу арқылы қалай 19 кг шеге алуға болады?
Шешімі:12+1кг=13 12/2=6 6=6 13+6=19
13.1,2,3 цифрларының әрқайсы қайталанбайтындай етіп құрастырылған барлық үш таңбалы сандардың қосындысын тап.
Шешімі: мүмкін нұсқаларды іріктеу 2 3 1 3 2 1 3 * 2 3 1 1 2 3 2 1
14. Шаршының қабырғасын үш есе үлкейтсе, оның ауданы неше есе үлкееді?
Жауабы: 9 есе
15. Селодан қалаға дейін велосипедші 20 км/сағжыдамдықпен, ал қайтар жолда 10 км/сағ жылдамдықпен жүріп өтті. Велосипедшінің орта жылдамдығын тап.
Шешімі: (20+10)/2=15
16. Жұп санды үшке бөлгенде қалдық қандай болуы мүмкін.
Жауабы: 1 және 2
17. Дөңгелек бойында 60 рыцарь мен өтірікшілер тұр. Өтірікшілер әрдайым өтірік айтады, Рыцарьлар әрқашан шындықты айтады. Бірақ рыцарьлар кейде қалжындайды, яғни арасында өтірік айтады. Бұлардың әрқайсысы «рыцарь мен өтіріші арасында тұрмын» дейді. Олардың арасында екі рыцарь қалжындайды. Дөңгелек бойындағы өтірікшілер санын тап?
Жауабы: 20 өтірікші. Себебі, 2 өтірікші қатар тұра алмайды және 3 рыцарь қатар тұра алмайды (тек 2 рыцарь қалжыңдағанда ғана қатар тұра алады). 2 рет (ррр) бола алмайды. Тек бір (өрө) және бір (ррр) бола алады. Қалғаны (өрр). өрөрррөррөррөррөрр...өрр 20-өтірікші, 40-рыцарь.
18.Дөңгелек бойында он бес бала тұр. Әрбір қыздың оң жағында бір ұл тұр.Ұлдардың жартысының оң жағында бір ұлдан тұр, ал қалған ұлдардың жартысының оң жағында бір қыздан тұр. Неше қыз? Неше ұл бар?
Шешімі: Әр қыздың оң жағында ұл тұрғандықтан, қыздар мен ұлдардың жұптары бар(қ,ұ). Бірақ ұлдардың жартысының оң жағында ұлдар тұрғандықтан, дөңгелек бойында ҚҰҰ болуы керек. Ал қалған ұлдардың жартысының оң жағында қыздар болуы керек. 5-қыз, 10-ұл.
19.Арман черновикте есеп шығарып, оны дәптерге көшірді.Бірақ жақшаларды қалай қойғанын ұмытты. Оның есінде қалғаны мынау 6*8+20:4-2=40. Арманға жақшаларды қоюға көмектесіңіз.
Жауабы: 6*(8+20):4-2=40
20.Суретші Худабеднов бір айда 42 картина салды. Олардың 17-сінде орман, 9-нда өзен, ал 13-нде орманда, өзендесалынған. Қалғанкартинкалардатүсініксізсуреттер бар. Қаншатүсініксізсуреттер бар?
Жауабы: Эйлер-Венн диаграммасы. (29-17)-13=33 42-33=9
21. Егерфигураныңпериметрі 32 см екенібелгіліболса, онда осы фигураныңауданынтабыңыз.
Жауабы: 16жағы бар. 32:16=2. Кішкентай квадраттың бір қабырқасының ұзындығы — 2см. Кішкене квадрат ауданы: S=2*2=4 Үлкен квадрат ауданы одан екі есе үлкен S=4*4=16 Kішкене квадраттар -8. S=8*4=32 S=32+16=48
22.Мұғалім оқушыларға 415327 және 8373 сандарының көбейтіндісін табуды берді. Жәнібек есепті бірінші орындап, жауабы 328363624 деді. -Бұл қате, -дедіАлишер-Неге, сен әлі шығарған жоқсын ғой, -деп Жәнібек ашуланды. -Сонда да оның қате екенін көріп тұрмын, -дедіАлишер. Кімдікі дұрыс?
Шешімі: Жәнібек дұрыс айтты. 1)Соңғы цифралардың көбейтіндісі бірге аяқталуы керек. 2)Екі тақ санның көбейтіндісі тақ санға аяқталуы керек.
23.Отбасыда төрт бала бар. Олардың жастары: 5, 8, 13, 15. Балалардың аттары: Жәнібек, Райхан, Салтанат, Жанат. Қыздардың біреуі бала- бақшаға барады. Жәнібектен үлкен, Райханның жасына Жанаттың жасын қоссаң, үшке бөлінеді. Жанат кім? Қыз ба, ұл ма?
Жауабы: (5+13)=18:3 Райхан > Жәнібек. Райхан он үште, Жанат бесте. Ең кішкентайы бесте, ол-Жанат, демек ол балабақшаға барады. Жанат-қыз.
24.Әділ тақтаға екі сан жазды. Мейрамбек олардың қосындасын қасына жазды. Жәнібек тақтадағы үш санын қосты. Егер Мейрамбектің жазған саны бес болса, Жәнібек тапқпнқоынды нешеге тең?
Жауабы: 5+5+10=20
25. 8*8 кестесінде он жеті клетканы бояп, және осы боялған клеткалар қатар тұратындай етіп орналастыруға бола ма?
Жауабы: жоқ. Кестені 2*2 болатын 16 квадратқа бөлейік. Онда осы екі клетканың біреуі боялған болады, олар көршілес болады.
26.Туристік агенство «Дуремар» Карабасқа «Қиялилар әлеміне» үш билетті, яңни екі үлкен адамға және бір балаға арналған билеттерді -3543 теңгеге береміз деді. Балаларға арналған билет үлкен адамдарға арналған билеттен бес жүз теңгеге арзан. Карабас олардың өзін алдап тұрғанын қалай түсінді?
Жауабы: 1) Егер баланың билетінің құны үлкендердікімен бірдей болса, онда билеттің құны 3543+500=4043 болатын еді. Бірақ 4043 үшке бөлінбейді. 2) х-үлкен адамның билетінің құны. 3x-500=3543 3x=3543+500 X=4043/3 Теңдеудің натурал шешімі жоқ.
27. Үш таңбалы санның соңғы екі цифрларының орындарын ауыстырып, алғашқы үш таңбалы санға қосты. Одан 195… деп басталатын төрт таңбалы сан шықты. Онд алғашқы үш таңбалы сан шықты. Онда алғашқы үш таңбалы санның соңғы цифрі қандай сандар болуы мүмкін?
Жауабы:cba + cab — 195 * Екі бірдей санның қосындысынан (c+c) жұп сан шығу керек. Cондықтан b және a сандарының қосындысы 10-нан үлкен, яғни 14-ке тең. Сондықтан а цифрі 5-тен кіші бола алмайды. Демек а цифрінің орнына 5-тен 9-ға дейінгі сандарды қоюға болады.
28. Әкесі 27 жастаболғандабаласы 3 жастаболды. Ал казірбаласыныңжасыәкесініңжасынан 3 есе кем. әрқайсыныңжасынешеде?
Жауабы: 36;12
29. Дүкенде 5 әртүрлі кесе және 3 әртүрлі тәрелке бар. Неше әдіспен 1тәрелке мен 1 кесені сатып алуға болады?
Шешімі: 5*3=15
30. Дүкенде 4 әртүрлі қасық, 5 әртүрлі кесе, 3 әртүрлі тәрелке бар. Неше әдіспен 1тәрелке, 1 қасық және 1 кесені сатып алуға болады?
Шешімі: 4*5*3=60
Қосымша тапсырмалар
І. Белгісіз санды тап және оны қалай тапқанынды түсіндір:![](data:image/png;base64,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) ![](data:image/png;base64,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) ![](data:image/png;base64,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)
ІІ. Берілген сан тізбектерінің соңғы сандарын тап:
9 10 12 15 ?
2) 1 2 2 4 8 ?
ІІІ. Циферблатты тең үш бөлікке бөл:
![](data:image/png;base64,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)
IV. Суретте неше үшбұрыш бар?35 үшбұрыш
V.Суретте фигура бейнеленген. Осы фигураны үш бірдей бөлшекке екі түзу сызықпен қалай бөлуге болады?
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)
Қолданылған әдебиет
1. З.Жұмағұлова, С.Төлеубаева, «Алматы», Мектеп,2008 жыл. Дидактикалық материалдар.
2. «Математикалық мозаика».
3. Әбілқасымова А.Е,Төлеубаева С.Қ. «Математика сабақтарында ұлттық ойындарды қолдану»Астана,2005 ж.
4. Сейітқазина, С.М.Аймахан, Г.У.Құдайбергенова, Қ.Мырзабекова «Математика», факультативтік курс, оқу-әдістемелік құрал. Қызылорда, 2010 жыл
5. Математикадан дидактикалық ойындар және қызықты жаттығулар. 1-4 сыныптар. Б.М.Қосанов.Р.Қ.Өміртаева Алматы «Атамұра»,1998ж.
6. «Логика әлемі» 1-4 сынып
7. Ғаламтор
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